After studying this chapter, you would be able to understand
Meaning of Ratio and Ratio Analysis
Objective of Ratio Analysis
Advantages and Uses of Ratio Analysis
Limitations of Ratio Analysis
Classification of Ratios
Liquidity Ratios – Computations
Solvency Ratios – Computations
Profitability Ratios – Computations
Activity Ratios – Computations
Ratios
Usually the accounting goal in preparing financial statements is to provide valuable information to its different types of users. They mainly concentrate on collecting financial data and preparing financial statements — Balance Sheet and Income Statement. These statements provide only certain figures for its components. In order to make the information more useful, these financial statements are analysed by applying different techniques. One such technique or tool employed for analysing financial statements is “Ratio Analysis”, the corner stone of financial analysis is the use of ratios. As ratios capture critical dimension of the economic performance of business entities, the study of ratio analysis has gained much importance now-a-days. Numbers depicted in financial statements are hard to understand out of context. For example, “Profit Rs 2,50,000” — shown in income statement cannot reveal the exact real meaning unless it is analysed with other items (components), that is, how much capital is employed to achieve this profit. Likewise, this may be analysed by comparing with other components — sales, total assets, selling expenses, administration expenses and so on. Role of ratio analysis is vital, in such scenario. A financial ratio is computed by dividing one number (component/item) by another number. For a set of financial statements, a number of ratios can be computed. Only such ratio analysis can help give true meaning to the numbers in the Balance Sheet as well as income statements. The basic financial ratios help us to put numbers in perspective. By relating one part of the financial statements to another, they facilitate to answer a number of questions. In this chapter, important ratios, namely Liquidity Ratios, Solvency Ratios, Activity Ratios and Profitability Ratios are dealt with in analysis of financial statements.
A “Ratio” is described as arithmetical expression of relationship between two related items. Here, items represent the various components that constitute the financial statements. As these components have cause and effect relationship, arithmetical relationship between such components attains much significance. Accounting Ratios are nothing but ratios that are compared on the basis of accounting information provided by financial statements.
Ratio Analysis is a tool or technique employed to analyse the financial statements. Ratio Analysis is a process of interpreting relationship between the components (item) of financial statements thereby extending a meaningful information about business entities. Ratio Analysis is an accounting tool utilised in analysis, interpreting the various items in financial statements and reporting in understandable terms to its users. Myers explained it as, “Ratio Analysis is a study of relationship among various financial factors in a business”.
Ratio Analysis is a systematic use of ratios to interpret the financial statements in order to determine the performance and financial condition of the business enterprises. The term Accounting Ratios refers to the numerical relationship between two components/items/variables of the financial statements. This relationship can be expressed as
= Rs 1,50,000/Rs 50,000 = 3:1.
The relationship between two variables is expressed in the ratio form as 3:1 (proportion of numbers).
Net Profit/Sale× 100 = Rs 20,000/Rs 1,00,000×100 = 20%
(or)
Net Profit is 1/5th of Sale = 20,000/1,00,000 =1/5 (or) 0.2
(or)
These alternative methods of expressing variables which are related to each other (interdependent) are referred to as Ratio Analysis. Such analysis facilitates to make better decisions on the overall performance of business organisations.
The main objectives are:
One would be able to understand broad objectives from the advantages of Ratio Analysis.
1. Effective Tool in Analysis of Financial Statements: Final accounts of any enterprise is analysed by means of ratios, thereby all of them – bankers, investors, creditors etc.,are in a position to understand the financial position of such enterprises.
2. Easy and Simple in Application: These ratios summarise briefly the results of detailed and complicated accounting computation.
3. Liquidity Position: Ratios are an effective tool in assessing the firm‘s ability to meet its short-term obligations. Liquidity Ratios play an important role.
4. Long-term Solvency: Ratio Analysis is useful in analysing the long-term financial strengthness of a business entity. Profitability Ratio‘s role is significant in determining such capacity of a firm.
5. Judging Operating Efficiency: Activity Ratios are very useful in assessing the operating efficiency of a business concern. Sales revenue mobilised by effective utilisation of assets –is best ascertained by using Activity Ratios.
6. Tools for Forecasting: Ratios are very much useful in planning, execution and forecasting of any business related activities. Trend Ratios facilitate these tasks.
7. Overall Profitability: The management of any business enterprise is interested in the overall capability, i.e. (i) ability to meet its short-term and long-term needs to its creditors (ii) to ensure a reasonable return to its owners and (iii) to secure optimum and effective utilisation of the assets of the firm. All the ratios play an effective role in assessing the overall profitability of a concern.
8. Diagnosis and Remedial Measures: Even though the overall profitability is said to be normal, these ratios act effectively in spotting out the weak spots in the business components and suggesting measures to be taken to plug the loop-holes.
9. Intra-firm Comparison: The performance of different units belonging to the same business firm can be easily compared with Ratio Analysis. In an unit of the same firm, progress can be motivated and slackness can be averted by such intra-firm comparisons.
10. Inter-firm Comparison: Comparison of a firm‘s performance with other business firms is called inter-firm comparison. Such comparison exposes a firm‘s position against its competitors. Adverse results will help to rectify and modify its planning to achieve the desired results in the industry.
11. Trend Analysis: To sail among the other industries, to know the direction of movement, this trend analysis can render the necessary assistance.
1. Results not Reliable: Reliability of ratio and its analysis depends on the correctness of financial statements. So the results obtained on the basis of any defective financial statements may also be not reliable.
2. Difficulty in Comparison: Various firms may adopt different procedures for the various activities of the enterprise. Differences may be due to
Due to such variations among the industries, comparisons may not be easy, reliable and accurate.
3. Price Level Changes: Frequent changes in price level will affect the compatibility of ratios. At times of inflation, such comparison will not yield the desired results.
4. Different Concepts: There are always different opinions about accounting concepts and computation techniques of various ratios. This conceptual diversity affects the effectiveness of Ratio Analysis. Different meanings and different approaches affect comparison.
5. Not Qualitative Analysis: As Accounting Ratios are tools of quantitative analysis, qualitative factors are ignored or over-rided.
6. Window Dressing: Manipulation of values are always in practice by concealing the real facts. Ratios are affected by window dressing of figures.
7. Not a Standard Yardstick: There is no standard ratio in practice to compare any of the components of business enterprise. It is difficult to evolve a common standard ratio, which is acceptable by all and at all times.
8. Insignificant Factors: Even if the figures of a business entity are not really significant, Accounting Ratios are computed. Such ratios may not be of much use for any financial analyst.
9. Personal Bias: While preparing financial statements, personal judgment plays a crucial role and as such these ratios are also not free from this limitation. So, such conclusions based on personal bias will be a standard one.
Ratios may be classified as:
These ratios measure the short-term solvency of a concern. These ratios measure the firm‘s ability to pay off current dues (i.e., repayable in a year). In other words, liquidity means the ability to meet short-term obligations. (A liquid asset is one that can very easily be converted in to assets.) Liquidity Ratios may further be classified as:
Computation of Current Ratio
Illustration: 1
From the following, compute Current Ratio.
|
|
Rs |
|
Stock |
36,500 |
|
Sundry Debtors |
63,500 |
|
Cash-in-hand and Cash in Bank |
10,000 |
|
Bills Receivable |
9,000 |
|
Short-term Investments |
30,000 |
|
Prepaid Expenses |
1,000 |
|
Bank Overdraft |
20,000 |
|
Sundry Creditors |
25,000 |
|
Bills Payable |
16,000 |
|
Outstanding Expenses |
14,000 |
Solution
Step 1: |
Students have to classify and list out the Current Assets. They are: Stock, Sundry Debtors, Cash-in-hand/Bank, Bills Receivable, Short-term Investments, Prepaid Expenses. |
Step 2: |
Value of all these Current Assets have to be added and total value of Current Assets is calculated. |
Step 3: |
Now, Current Liabilities have to be sorted out. They are: Bank Overdraft, Sundry Creditors, Bills Payable and Outstanding Expenses. |
Step 4: |
Value of all these Current Liabilities have to be added together and total value of Current Liabilities is arrived at. |
Step 5: |
Current Assets/Current Liabilities = Current Ratio |
(a)Total value computed as in Step 2 and Step 4 to be taken into account.
|
Here, value of Current Assets |
= |
Rs 1,50,000 |
|
Current Liabilities |
= |
Rs 75,000 |
|
Current Ratio |
= |
Rs 1,50,000/Rs 75,000 |
|
|
= |
2:1 |
Step 6: |
Conclusion: Current Ratio is at normal level. |
Computation of Current Ratio from Balance Sheet
Illustration: 2
From this Balance Sheet of Prasadh and Co. Ltd, compute the Current Ratio.
Balance Sheet as on Mar 31, 2006
Solution
Step 1: |
Total value of all Current Assets have to be calculated first. |
Step 2: |
Here, if Balance Sheet is given, students have to pick up from the assets side, items belonging to current assets. |
Step 3: |
Here, except Fixed Assets, all the other items, that is, Stock, Debtors and Cash are Current Assets. Its total value = Rs 12,000 + Rs 7,500 + Rs 10,500 = Rs 30,000/- |
Step 4: |
Next step is to pick up the Current Liabilities alone from the Liabilities side of the Balance Sheet. Here Bank Overdraft and Creditors are Current Liabilities. Its total value = Rs 7000 +Rs 8000 = Rs 15,000 |
Step 5: |
Current Ratio: Current Assets/Current Liabilities |
Step 6: |
Conclusion: The Current Ratio is at normal level. |
Current Ratio from Working Capital
Illustration: 3
From the following, calculate the Current Ratio.
|
|
|
Rs |
|
Liquid Assets |
: |
40,000 |
|
Stock |
: |
30,000 |
|
Prepaid Expenses |
: |
10,000 |
|
Debtors |
: |
20,000 |
|
Working Capital |
: |
75,000 |
Solution
Here, working capital is given.
Step 1: So, students have to find out the value of Current Liabilities by using the formula:
(As Working Capital |
= |
Current Assets – Current Liabilities) |
Current Liabilities |
= |
Current Assets – Working Capital |
Value of Current Assets |
= |
Liquid Assets × Stock Debtors × Prepaid Expenses |
|
= |
Rs 40,000 × Rs 30,000 × Rs 20,000 × Rs 10,000 = Rs 1,00,000 |
= |
Current Assets — Working Capital |
|
|
= |
Rs 1,00,000−Rs 75,000 (given) |
|
= |
Rs 25,000 |
Step 3: Current Ratio |
= |
Current Assets/Current Liabilities |
|
= |
1,00,000/25,000 |
|
= |
4:1 |
Step 4: |
Conclusion: Current Ratio is at a higher level. It indicates poor investment policy of the concern, as huge amount of assets lie idle. |
Current Ratio from Capital Employed
Illustration: 4
A company has Total Assets of Rs 3,00,000, Fixed Assets: Rs 1,50,000, Capital Employed: Rs 2,70,000. Calculate the Current Ratio.
Solution
Step 1: Total assets and fixed assets are given. So Current Assets have to be worked out.
Current Assets |
= |
Total Assets − Fixed Assets |
|
= |
Rs 3,00,000 − Rs 1,50,000 |
|
= |
Rs 1,50,000 |
Step 2: From the value of capital employed and total assets, Current Liabilities have to be computed.
Current Liabilities |
= |
Total Assets − Capital Employed |
|
= |
Rs 3,00,000 − Rs 2,70,000 |
|
= |
Rs 30,000 |
Step 3: Current Ratio |
= |
Current Assets/Current Liabilities |
|
= |
1,50,000/30,000 |
|
= |
5:1 |
Step 4: Conclusion: Current Ratio is 5:1. It is above normal level.
Current Ratio from Debts
Illustration: 5
Calculate Current Ratio from the following:
|
|
Rs |
Working Capital |
: |
80,000 |
Total Debt |
: |
60,000 |
Long-term Debt |
: |
40,000 |
Solution
Step 1: Value of current liabilities is to be calculated first, if these datas alone are given.
Current Liabilities |
= |
Total Debt − Long-term Debt |
(i.e., Short-term Debt) |
||
|
= |
Rs 60,000 − Rs 40,000 |
|
= |
Rs 20,000 |
Step 2: Next step is to find the value of Current Assets.
Current Assets |
= |
Working Capital + Current Liabilities |
|
= |
Rs 80,000 + Rs 20,000 |
|
= |
Rs 1,00,000 |
= |
Current Assets/Current Liabilities |
|
|
= |
1,00,000/20,000 |
|
= |
5:1 |
Step 4: Current Ratio is at a higher level.
Treatment of Value of Goods Purchased
Illustration: 6
A company has Current Assets of Rs 2,50,000 and Current Liabilities Rs 1,50,000. Afterwards it purchased goods for Rs 50,000 on credit. Calculate Current Ratio after the purchase.
Solution
Note: Value of Current Assets and Current Liabilities, value of goods purchased are given.
* Value of goods purchased is on credit.
Important: So, it comes under both Current Assets and Current Liabilities.
* So, this value has to be added with liabilities and assets.
So Current Assets |
= |
Rs 2,50,000 + Rs 50,000 |
Current Liabilities |
= |
Rs 1,50,000 + Rs 50,000 |
Current Ratio |
= |
3,00,000/2,00,000 |
|
= |
3:2 |
Treatment of Creditors
Illustration: 7
Current Liabilities of a company are Rs 2,00,000/-, Current Ratio = 2.5:1. After this, it paid to X, a creditor of Rs 50,000. Calculate Current Ratio after payment to the creditor.
Solution
Step 1: |
Current Ratio and Current Liabilities are given. From this, Current Assets have to be calculated. |
Current Ratio |
= |
Current Assets/Current Liabilities |
Current Assets |
= |
Current Ratio × Current Liabilities |
|
= |
2.5 × Rs 2,00,000 |
|
= |
Rs 5,00,000 |
Step 2: |
Payment of Rs 50,000 is given to the creditor. This has to be adjusted on both Current Assets and Current Liabilities. |
So, after payment
Current Assets = Rs 5,00,000 − Rs 50,000 = Rs 4,50,000
Current Liabilities = Rs 2,00,000 − Rs 50,000 = Rs 1,50,000
Step 3: Current Ratio |
= |
4,50,000/1,50,000 |
|
= |
3:1 |
Treatment of Value of Current Assets
Illustration: 8
The ratio of Current Assets to Current Liabilities is 3:1, value being Rs 3,00,000 and Rs 1,00,000 respectively. The accountant of that firm is firm to maintain Current Ratio at 2:1 by acquiring Current Assets on credit being standard levels. You are required to assist him by suggesting the amount of Current Assets to be bought.
Step 1: Let the value of Current Assets to be required be = X (assumed)
Step 2: Current Ratio |
= |
Current Assets /Current Liabilities |
|
|
|
|
= |
(1,00,000 + X) 2 = (3,00,000 + X) 1 |
|
= |
2,00,000 + 2X = 3,00,000 + X |
2X − X |
= |
3,00,000 − 2,00,000 |
X |
= |
1,00,000 |
Current Assets to be acquired to maintain 2:1 Current Ratio = Rs 1,00,000.
Treatment of Liquid Assets
Illustration: 9
Calculate “Liquid Ratio” from the following:
|
|
Rs |
|
Current Liabilities |
80,000 |
|
Current Assets |
1,20,000 |
|
Stock |
30,000 |
|
Prepaid Expenses |
10,000 |
|
Sundry Debtors |
50,000 |
Solution
Step 1: First, Liquid Assets have to be calculated
Liquid Assets |
= |
Current Assets − (Stock + Prepaid Expenses) |
|
= |
Current Assets − (Stock + Prepaid Expenses) |
|
= |
Rs 1,20,000 − (Rs 30,000 + Rs 10,000) |
|
= |
Rs 1,20,000 − Rs 40,000 |
|
= |
Rs 80,000 |
or
Current Assets – Stock – Prepaid Expenses. [Students may choose whichever is easier for them, either (i) or (ii).]
Step 2: Liquid Ratio |
= |
Liquid Assets/Current Liabilities |
|
= |
Rs 80,000/Rs 80,000 |
|
= |
1:1 |
Conclusion: Liquid Ratio is said to be at a normal and satisfactory level.
Computation of Current Ratio and Liquid Ratio
Illustration: 10
Sonali Ltd furnished the following information regarding its Current Assets and Current Liabilities:
|
Current Assets |
Rs |
|
Cash |
5,000 |
|
Sundry Debtors |
35,000 |
|
Bills Receivable |
10,000 |
|
Marketable Securities |
20,000 |
|
Prepaid Expenses |
8,000 |
|
Stock |
62,000 |
|
Total |
1,40,000 |
|
Current Liabilities |
|
|
Sundry Creditors |
40,000 |
|
Bills Payable |
25,000 |
|
Outstanding Expenses |
5,000 |
|
Total |
70,000 |
You are required to compute
Solution
Step 1: First Current Ratio is to be calculated.
Current Ratio |
= |
Current Assets/Current Liabilities |
|
= |
Rs l,40,000/Rs 70,000 = 2:1 |
Step 2: Liquid Ratio is to be calculated.
So, Liquid Assets have to be computed.
Liquid Assets |
= |
Current Assets − Stock − Prepaid Expenses |
|
= |
Rs 1,40,000 − Rs 62,000 − Rs 8,000 = Rs 70,000 |
Liquid Ratio |
= |
Liquid Assets/Current Liabilities |
|
= |
1:1 |
Opinion
So, the position of Sonali Ltd is said to be satisfactory and ideal, based on liquidity point of view.
Treatment of Value of Stock
Illustration: 11
Current Liabilities of a company: Rs 2,50,000
Current Ratio: 2:1
Liquid Ratio: 1:1
Compute the value of stock assuming there are no other current assets.
Step 1: First, value of Liquid Assets has to be calculated, as Liquid Ratio is given.
Liquid Ratio: 1:1 |
|
|
|
= |
Liquid Assets/Current Liabilities = 1/1 |
|
= |
Liquid Assets/Rs 2,50,000 = 1/1 |
∴ Liquid Assets | = |
Rs 2,50,000 |
Step 2: Value of Current Assets to be calculated, as Current Ratio is given.
Current Ratio |
= |
Current Assets/Current Liabilities = 2/1 |
|
= |
Current Assets/2,50,000 = 2/1 |
(Current Assets × 1) |
= |
(2 × 2,50,000) |
|
= |
Rs 5,00,000 |
Step 3: Value of stock is to be found out.
Value of Stock = Current Assets − Liquid Assets (Stock-in-trade)
Because, stock is the only current asset, as per the assumption given in the problem.
= Rs 5,00,000 – Rs 2,50,000
= Rs 2,50,000
Computation of Current Liabilities from Ratios
Illustration: 12
The Current Ratio of a company is 3:1 and Liquid Ratio is 1:1. Stock is Rs 5,00,000. Compute Current Liabilities.
Solution
Step 1: Since two various ratios are given, from that ratio, Current Liabilities is to be calculated.
Current Ratio |
= |
Current Assets/Current Liabilities |
|
= |
3/1 |
Liquid Ratio |
= |
Liquid Assets/Current Liabilities = 1/1 |
Current Assets − Liquid Assets |
= |
Stock |
3 − 1 |
= |
Stock |
2 |
= |
Stock |
Current Liabilities = 5,00,000/2 |
= |
Rs 2,50,000 |
Computation of Current Assets and Current Ratio
Illustration: 13
Total Current Liabilities of a company is Rs 3,00,000, Liquid Ratio is 4:1, Stock is Rs 3,00,000. Find the Current Assets and Current Ratio.
Solution
Step 1: Current Liabilities = Rs 3,00,000 (Given)
Liquid Ratio = 4:1 (Given)
Step 2: Liquid Ratio = Liquid Assets/Current Liabilities
= 4:1
That means Liquid Assets are 4 times as that of Current Liabilities
∴ Liquid Assets |
= |
4 × Rs 3,00,000 |
|
= |
Rs 12,00,000 |
= |
Liquid Assets + Stock |
|
|
= |
Rs 12,00,000 + Rs 3,00,000 |
|
= |
Rs 15,00,000 |
Step 4: Current Ratio |
= |
Current Assets/Current Liabilities |
|
= |
Rs l5,00,000/Rs 3,00,000 |
|
= |
5:1 |
Illustration: 14
Sharma Ltd has Liquid Ratio 2:1, stock is Rs 50,000. Total Current Liabilities is Rs 1,00,000. Compute Current Ratio.
Solution
Step 1: Liquid Ratio = 2:1 (Given)
Liquid Ratio = Liquid Assets/Current Liabilities = 2/1
This means that the value of Liquid Assets is twice as that of Current Liabilities.
Liquid Assets |
= |
2 – Rs 1,00,000 |
|
= |
Rs 2,00,000 |
Step 2: Value of Current Assets has to be calculated.
Current Assets |
= |
Liquid Assets + Stock |
|
= |
Rs 2,00,000 + Rs 50,000 |
|
= |
Rs 2,50,000 |
Step 3: Current Ratio |
= |
Current Assets/Current Liabilities |
|
= |
Rs 2,50,000/Rs 1,00,000 |
|
= |
2.5:1 |
Computation of Value of Stock
Illustration: 15
Liquid Ratio: 2:1; Current Assets: Rs 2,50,000; Current Liabilities: Rs 60,000. Compute the value of stock.
Solution
Step 1: Liquid Ratio = 2:1 (Given)
Liquid Ratio |
= |
Liquid Assets/Current Liabilities = 2/1 |
Liquid Assets |
= |
Current Liabilities × 2 |
|
= |
Rs 60,000 × 2 |
|
= |
Rs 1,20,000 |
Step 2: Value of stock |
= |
Current Assets − Liquid Assets |
|
= |
Rs 2,50,000 − Rs 1,20,000 |
|
= |
Rs 1,30,000 |
Relationship of Working Capital with Current Ratio and Liquid Ratio
Illustration: 16
Working capital of a limited company is Rs 1,20,000. Current Ratio is 3:1, Stock is Rs 60,000. Compute (a) Current Liabilities (b) Current Assets (c) Liquid Ratio
Solution
From Working Capital and Current Ratio, other values are computed as follows:
Step 1: Working Capital = Current Assets – Current Liabilities
Rs 1,20,000 = Current Assets − Current Liabilities
Step 2: Current Ratio = Current Assets/Current Liabilities = 3/1
Step 3: Assume Current Liabilities = X
Then, Current Assets = 3 × X (as ratio is = 3:1)
Step 4: Go to first step,
i.e., Current Assets – Current Liabilities |
= |
1,20,000 |
3X – X |
= |
1,20,000 |
2X |
= |
1,20,000 |
X |
= |
Rs 60,000 (Current Liabilities) |
Step 5: Current Assets |
= |
Rs 60,000 × 3 |
|
= |
Rs 1,80,000 |
Step 6: Liquid Assets |
= |
Current Assets − Stock |
|
= |
Rs 1,80,000 − Rs 60,000 |
|
= |
Rs 1,20,000 |
Step 7: Liquid Ratio |
= |
Liquid Assets/Current Liabilities |
|
= |
1,20,000/60,000 = 2/1 |
|
= |
2:1 |
The relationship of absolute liquid assets to liquid liabilities is termed as “Absolute Liquid Ratio”. It is calculated as:
Absolute Liquid Ratio = Absolute Liquid Assets/Liquid Liabilities
Absolute Liquid Assets = Cash, Bank and Short-term Investments.
Liquid Liabilities = Current Liabilities – Bank overdraft. Satisfactory level of ratio is 1:1.
Computation of Absolute Liquid Ratio
Illustration: 17
A limited company has Current Liabilities of Rs 1,00,000. It has Cash-in- hand Rs 5,000, Cash at Bank Rs 45,000, Short-term Investments Rs 50,000. Further Bank Overdraft is Rs 25,000. Compute Absolute Liquid Ratio.
Solution
Step 1: First, value of absolute Liquid Assets has to be calculated.
Absolute Liquid Assets |
= |
Cash + Bank + Short-term Investment |
|
= |
Rs 5,000 + Rs 45,000 + Rs 50,000 |
|
= |
Rs 1,00,000 |
Step 2: Value of Liquid Liabilities has to be calculated, now.
Liquid Liabilities |
= |
Current Liabilities − Bank Overdraft |
|
= |
Rs 1,00,000 − Rs 25,000 |
|
= |
Rs 75,000 |
Step 3: Absolute Liquid Ratio |
= |
Absolute Liquid Assets/Liquid Liabilities |
|
= |
Rs 1,00,000/Rs 75,000 |
|
= |
1 : 0.75 |
Debt Equity Ratio = Debt (Long-term Loans)/Equity (Shareholder’s Funds)
Computation of Debt Equity Ratio
Illustration: 18
From the following, compute Debt Equity Ratio:
|
Equity Share Capital |
1,00,000 |
|
General Reserve |
80,000 |
|
6¼% Debentures |
75,000 |
|
Current Liabilities |
90,000 |
|
Preliminary Expenses |
30,000 |
Solution
Debt Equity Ratio = Debt/Equity
Step 1: Debt = Rs 75,000
(∴ Debentures only here)
Step 2: Equity |
= |
Equity Share Capital + General Reserve − Preliminary Expenses |
|
= |
Rs 1,00,000 + 80,000 − Rs 30,000 |
|
= |
Rs 1,50,000 |
Step 3: Debt Equity Ratio |
= |
Rs 75,000/Rs 1,50,000 |
|
= |
1:2 |
The components of this ratio:
(i) Total Assets and (ii) Debt
Computation of Total Assets to Debt Ratio
Illustration 19
Following is the Balance Sheet of a company as on Mar 31, 2006:
You are required to compute Total Assets to Debt Ratio.
Solution
Step 1: Total Assets = Rs 5,00,000
Step 2: Debt (Long term) = Rs 2,00,000 (Debentures only)
Step 3: Total Assets to Debt Ratio |
= |
Total Assets/Long-term Debt |
|
= |
Rs 5,00,000/Rs 2,00,000 |
|
= |
5:2 |
Proprietor’s Funds Proprietary Ratio = (Shareholder’s Fund)/Total Assets
From the following, calculate Proprietary Ratio:
Rs | |
---|---|
Equity Share Capital |
1,00,000 |
reference Share Capital |
30,000 |
Reserves and Surplus |
20,000 |
Debentures |
2,00,000 |
Sundry Creditors |
50,000 |
|
3,00,000 |
Fixed Assets |
2,00,000 |
Current Assets |
30,000 |
Investments |
70,000 |
|
3,00,000 |
Solution
Computation of Proprietary Ratio from Balance Sheet
Illustration: 21
Balance Sheet of Dabar Ltd as on Mar 31, 2006 is given. From this, compute (a) Debt Equity Ratio, (b) Proprietary Ratio and (c) Total Assets to Debt Ratio
Solution
(a) Value of Debentures = Rs 5,00,000 |
||
Shareholder’s Funds (Equity) |
= |
Equity Share Capital + General Reserve |
|
= |
Rs 12,00,000 + Rs 8,00,000 (Debentures) |
Debt Equity Ratio |
= |
Long-term Debts/Shareholder’s Funds |
|
= |
Rs 5,00,000/Rs 20,00,000=0.25:1 |
(b) Proprietary Ratio |
= |
Shareholder’s Funds/Total Assets |
|
= |
Rs 20,00,000/Rs 40,00,000 = 0.5:1 or 0.5% = 50% |
(c) Total Assets to Debt Ratio |
= |
Total Assets/Long-term Debt |
|
= |
Rs 40,00,000/Rs 5,00,000 |
|
= |
8:1 |
Gross Profit Ratio = Gross Profit/Net Sales × 100
Gross Profit |
= |
Sales − Cost of Goods Sold |
Cost of Goods Sold |
= |
Opening Stock × Purchases − Closing Stock (or) |
|
= |
Sales − Gross Profit |
Net Sales |
= |
Gross Sales (Cash Sale × Credit Sale) − Sales Returns |
Illustration: 22
From the following, calculate Gross Profit Ratio.
|
|
Rs |
|
Cash Sales |
50,000 |
|
Credit Sales |
60,000 |
|
Sales Return |
10,000 |
|
Gross Profit |
50,000 |
Solution
Step 1: Value of Net Sales to be computed.
Net Sales |
= |
Cash Sale + Credit Sale − Sales Return |
|
= |
Rs 50,000 + Rs 60,000 − Rs 10,000 |
|
= |
Rs 1,00,000 |
Step 2: Gross Profit = Rs 50,000 (Given)
Step 3: Gross Profit Ratio |
= |
Gross Profit/Net Sales × 100 |
|
= |
Rs 50,000/ Rs l,00,000 × 100 = 50% |
Illustration: 23
From the following data, compute Gross Profit Ratio.
2008 Rs | 2009 Rs | |
---|---|---|
Sales |
2,00,000 |
2,40,000 |
Gross Profit |
50,000 |
80,000 |
Gross Profit Ratio = Gross Profit/Net Sales × 100 |
|
Year |
Year |
2008 |
2009 |
Gross Profit Ratio = Rs 50,000/Rs 2,00,000 × 100 |
= Rs 20,000/Rs 2,40,000 × 100 |
= 25% → |
= 33 1/3% |
Conclusion = Profit rose from 25% to 33 1/3% this year. |
Treatment of Cost of Goods Sold and Gross Profit (G.P.)
Illustration: 24
Sales of a company is Rs 7,20,000.
Gross Profit is 20% on cost. Compute Gross Profit Ratio.
Solution
Step 1: Cost of goods sold has to be calculated as:
Let the cost be |
= |
Rs 100 |
Then Sales |
= |
Rs 120 (100 + 20%) |
Cost of Goods Sold |
= |
100/120 × Rs 7,20,000 |
|
= |
Rs 6,00,000 |
Step 2: Next, Gross Profit has to be calculated.
Gross Profit |
= |
Sales − Cost of Goods Sold |
|
= |
Rs 7,20,000 − Rs 6,00,000 |
|
= |
Rs 1,20,000 |
Step 3: Gross Profit Ratio |
= |
Gross Profit/Net Sales × 100 |
|
= |
Rs 1,20,000/Rs 7,20,000 × 100 |
|
= |
16.66% |
Net Profit Ratio = Net Profit/Net Sales ×100
P.B.T./Net Sales × 100 (or) P.A.T./Net Sales×100
Computation of Net Profit Ratio
Illustration: 25
Compute Net Profit Ratio from these.
Net Profit = Rs 75,000
Sales = Rs 3,00,000
Net Profit Ratio= Net Profit/Net Sales × 100
Illustration: 26
Gross Profit Ratio of a company is 20%. Its cash sales are Rs 5,00,000 and its credit sales are 80% of total sales. The indirect expenses are Rs 50,000. Calculate Net Profit Ratio.
Solution
Step 1: Total sales have to be computed.
Total Sales |
= |
Cash Sales + Credit Sales |
|
= |
Rs 5,00,000 + 80% of Total Sales |
This means cash sales = 20% (100% − 80%) of Total Sales | ||
∴ Total Sales |
= |
Cash Sales ×100/20 |
|
= |
Rs 5,00,000 × 100/20 |
|
= |
Rs 25,00,000 |
Step 2: Next, value of Gross Profit is to be computed.
Gross Profit |
= |
Rs 25,00,000 × 20/100 |
|
= |
Rs 5,00,000 |
Step 3: Value of Net Profit is to be computed.
Net Profit |
= |
Gross Profit − Indirect Expenses |
|
= |
Rs 5,00,000 − Rs 50,000 |
|
= |
Rs 4,50,000 |
Step 4: Net Profit Ratio |
= |
Net Profit/Net Sales × 100 |
|
= |
Rs 4,50,000/Rs 25,00,000 × 100 |
|
= |
18% |
Operating Profit Ratio = Operating Profit/Net Sales × 100
Non-operating Expenses = Interest on Loan and Loss on sale of assets
Non-operating Income = Dividend, Interest received and Profit on sale of asset
Computation of Operating Profit Ratio
Illustration: 27
Compute Operating Profit Ratio from the following:
|
|
Rs |
|
Net Profit |
6,00,000 |
|
Loss on Sale of Furniture |
20,000 |
|
Profit on Sale of Investments |
60,000 |
|
Rs |
|
|
Interest paid on Loan |
60,000 |
|
Interest from Investment |
40,000 |
|
Sales |
11,60,000 |
Solution
Step 1: Non-operating expenses have to be calculated.
Non-operating Expenses |
= |
Interest on Loan + Loss on Sale of Furniture |
|
= |
Rs 60,000 + Rs 20,000 |
|
= |
Rs 80,000 |
Step 2: Non-operating income to be computed.
Non-operating Income |
= |
Interest received from Investments + Profit on Sale of Investment |
|
= |
Rs 40,000 + Rs 60,000 |
|
= |
Rs 1,00,000 |
Step 3: Operating profit is to be computed.
Operating Profit |
= |
Net Profit + Non-operating Expenses − Non-operating Income |
|
= |
Rs 6,00,000 + 80,000 − 1,00,000 |
|
= |
Rs 5,80,000 |
Step 4: Operating Profit Ratio |
= |
Operating Profit/Net Sales × 100 |
|
= |
5,80,000/11,60,000 × 100 |
|
= |
50% |
Treatment of G.P. with Sales
Illustration: 28
Calculate Operating Profit Ratio if
Case (a) Net sales Rs 10,00,000, Gross profit 20%on Sales and Operating expenses Rs 20,000
Case (b) Net sales Rs 6,00,000, Gross profit 20% on Sales and Operating expenses Rs 20,000
Solution
Case (a): Operating Profit |
= |
Gross Profit—Operating Cost |
|
= |
Rs 2,00,000−Rs 20,000 |
|
= |
Rs 1,80,000 |
Operating Profit Ratio | = |
Operating Profit/Net Sales × 100 |
|
= |
Rs 1,80,000/Rs 10,00,000 × 100 = 18% |
Case (b): Operating Profit |
= |
Gross Profit—Operating Expenses |
Gross Profit |
= |
20% of Sales |
|
= |
20/100 × Rs 6,00,000 |
|
= |
Rs 1,20,000 |
∴ Operating Profit |
= |
Rs 1,20,000−Rs 20,000 |
|
= |
Rs 1,00,000 |
Operating Profit Ratio |
= |
Operating Profit/Net Sales × 100 |
|
= |
Rs 1,00,000/Rs 6,00, 000 × 100 = 16.66% |
Operating Ratio = Operating Cost/Net Sales × 100
Operating Ratio + Net Profit Ratio = 100
Example: |
20% + 80% = 100 |
|
|
|
or |
|
40% + 60% = 100 |
|
|
|
or |
|
70% + 30% = 100 |
|
Computation of Operating Ratio
Illustration: 29
From the following, compute Operating Ratio:
|
|
Rs |
|
Cost of Goods Sold |
4,50,000 |
|
Operating Expenses |
50,000 |
|
Sales |
10,60,000 |
|
Sales Returns |
60,000 |
Solution
Step 1: Add Cost of Goods Sold and Operating Expenses
= Rs 4,50,000 + Rs 50,000
= Rs 5,00,000
Step 2: Value of Net Sales has to be calculated.
Net Sales |
= |
Sales — Sales Return |
|
= |
Rs 10,60,000 − Rs 60,000 |
|
= |
Rs 10,00,000 |
Step 3: Operating Ratio is to be found out.
Operating Ratio |
= |
Cost of Goods Sold + Operating Expenses/Net Sales × 100 |
|
= |
Rs 5,00,000/Rs l0,00,000 × 100 |
|
= |
50% |
Inventory or Stock Turnover Ratio
= Cost of Goods Sold/Average Inventory (or) Stock
Cost of Goods Sold =Sales– Gross Profit
Average Stock = (Opening Stock + Closing Stock)/2
Note: If information to calculate average stock is not given in the problem then students are expected to take the closing stock as average stock.
Computation of Inventory Turnover Ratio
Illustration: 30
From the following, compute Inventory Turnover Ratio.
|
|
Rs |
|
Cost of Sales |
9,00,000 |
|
Stock at the beginning of the year |
2,50,000 |
|
Stock at the end of the year |
3,50,000 |
Solution
Step 1: First, average stock is to be calculated.
Average Stock
Step 2: Cost of Goods Sold = Cost of Sales = Rs 9,00,000
Step 3: Inventory Turnover Ratio = Rs 9,00,000/Rs 3,00,000 = 3 times
Computation of Stock Turnover Ratio from Trading A/c
Illustration: 31
Following is the Trading A/c of Jam Ltd. Compute Inventory Turnover Ratio.
Solution
Step 1: Cost of goods sold has to be calculated.
Cost of Goods Sold |
= |
Sales — Gross Profit |
|
= |
Rs 3,00,000 − Rs 1,00,000 |
|
= |
Rs 2,00,000 |
Step 2: Average stock is to be calculated.
Average Stock
Step 3: Stock Turnover Ratio |
= |
Cost of Goods Sold/Average Stock |
|
= |
Rs 2,00,000/Rs 25,000 = 8 times |
Treatment of Cost of Sales
Illustration: 32
From the following, calculate Stock Turnover Ratio.
Total Sales: Rs 10,00,000, Opening Stock: Rs 2,20,000 and Closing Stock: Rs 1,80,000.
Loss Ratio = 20%.
Solution
Step 1: From Sales, Cost of Sales is to be computed.
Sales = Rs 10,00,000
Gross Loss: 20%
20% of Sales (10,00,000) = Rs 2,00,000
∴ Cost of Sales |
= |
Sales + Gross Loss |
|
= |
Rs 10,00,000 + Rs 2,00,000 |
|
= |
Rs 12,00,000 |
Step 2: Average Stock has to be calculated.
Average Stock
Step 3: Inventory Turnover Ratio |
= |
Cost of Sales/Average Stock |
|
= |
Rs 12,00,000/Rs 2,00,000 = 6 times |
From the following, calculate Inventory Turnover Ratio.
|
Rs |
Opening Stock |
1,00,000 |
Purchases |
3,50,000 |
Sales |
5,00,000 |
Gross Profit Ratio |
20% on Sales |
Solution
Step 1: First, cost of sales has to be computed.
Cost of Sales |
= |
Sales − Gross Profit |
|
= |
Rs 5,00,000 − (20% of 5,00,000) |
|
= |
Rs 5,00,000 − Rs 1,00,000 |
|
= |
Rs 4,00,000 |
Step 2: Value of Closing Stock has to be calculated.
Closing Stock |
= |
Opening Stock + Purchases + Gross Profit − Sales |
|
= |
Rs 1,00,000 + Rs 3,50,000 + Rs 1,00,000 − Rs 5,00,000 |
|
= |
Rs 5,50,000 − Rs 5,00,000 |
|
= |
Rs 50,000 |
Step 3: Value of Average Stock
Step 4: Inventory Turnover Ratio |
= |
Cost of Goods Sold/Average Stock |
|
= |
Rs 4,00,000/Rs 75,000 |
|
= |
5.33 times |
Debtors Turnover Ratio = Net Credit Sales/Average Accounts Receivable
Debtors Turnover Ratio — Computation
Illustration: 34
The following data are taken from Shah Ltd.
|
Rs |
Total Sales for the year 2009 |
4,00,000 |
Cash Sales for the year 2009 |
1,00,000 |
Debtors as on Jan 1, 2009 |
45,000 |
Debtors as on Dec 31, 2009 |
55,000 |
Compute Debtors Turnover Ratio.
Solution
Step 1: First, Credit Sales have to be calculated.
Credit Sales |
= |
Total Sales − Cash Sales |
|
= |
Rs 4,00,000 − Rs 1,00,000 |
|
= |
Rs 3,00,000 |
Step 2: Next, average debtors have to be computed.
Average Debtors
Step 3: Finally,
Debtors Turnover Ratio |
= |
Credit Sales/Average Debtors |
|
= |
Rs 3,00,000/Rs 50,000 = 6 times |
Working Capital = Current Assets − Current Liabilities
Illustration: 35
Compute Working Capital Turnover Ratio.
|
Rs |
Cost of Goods Sold |
2,80,000 |
Current Assets |
2,05,000 |
Current Liabilities |
1,65,000 |
Solution
First, working capital is to be calculated.
Working Capital |
= |
Current Assets — Current Liabilities |
|
= |
Rs 2,05,000 − Rs 1,65,000 |
|
= |
Rs 40,000 |
Note: As no sales figures are given, ratio is to be calculated on the basis of cost of sales.
So Working Capital Turnover Ratio |
= |
Cost of Sales/Net Working Capital |
|
= |
Rs 2,80,000/Rs 40,000 |
|
= |
7 times |
Computation of Working Capital Turnover Ratio from Balance Sheet
Illustration: 36
Following is the Balance Sheet of Chopra Ltd. Compute Working Capital Turnover Ratio.
Further Information
Solution
Step 1: First, Net Sales (or) turnover is to be computed.
Net Sales |
= |
Total Sales − Sales Return |
|
= |
Rs 46,00,000 − Rs 6,00,00 |
|
= |
Rs 40,00,000 |
Step 2: Next, Current Assets have to be added.
Current Assets |
= |
Short-term Investment + Stock + Debtors + Bills Receivable + Cash at Bank + Cash-in-hand |
Current Assets |
= |
Rs 2,30,000 + Rs 1,80,000 + Rs 2,20,000 + Rs 1,10,000 + Rs 60,000 + Rs 1,00,000 |
|
= |
Rs 9,00,000 |
Step 3: Next, Current Liabilities should be added together.
Current Liabilities |
= |
Creditors + Bills Payable + Provision for Income Tax |
|
= |
Rs 2,80,000 + Rs 80,000 + Rs 40,000 |
|
= |
Rs 4,00,000 |
Step 4: Working Capital |
= |
Current Assets — Current Liabilities |
|
= |
Rs 9,00,000 − Rs 4,00,000 |
|
= |
Rs 5,00,000 |
Step 5: Finally,
Working Capital Turnover Ratio |
= |
Net Sales/Working Capital |
|
= |
Rs 40,00,000/Rs 5,00, 000 |
|
= |
8 times |
Notes
* Both Operating Profit Ratio and Operating Ratio are complementary to each other.
* If one such ratio is deducted from 100, the other ratio can easily be obtained.
* Post-mortem Analysis: Ratio Analysis is based on past records, i.e. what happened on a particular date. Nothing is revealed in the interim period. No facts about the future is disclosed.
* Not conclusive result: A single ratio cannot be relied upon to take decisive action. Inter-related and overall analysis of all the concerned ratios can only yield the desired result to some extent. Ratios obtained by a single ratio analysis is not reliable and conclusive.
The ratios to determine how quickly certain current assets are converted into cash are termed as Turnover Ratios.
Some important Turnover Ratios are:
Formula = Inventory Turnover Ratio = Cost of Goods Sold/Average Inventory
Remember
Cost of Goods Sold = Sales – Gross Profit
Average Inventory
This ratio is expressed by………times.
High ratio indicates status of liquidity of a concern.
Low ratio indicates that the inventory stays for a long time in the warehouse, which is not advisable.
Computation of Inventory Turnover Ratio
Illustration: 37
A firm has sold goods worth Rs 4,00,000 with a gross profit margin of 25%. The stock at the beginning and at the end of the period are Rs 45,000 and Rs 55,000 respectively. Compute the Inventory Turnover Ratio.
Solution
Step 1: Cost of Goods Sold = Sales – Gross Profit
Sales |
= |
Rs 4,00,000 (Given) |
Gross Profit (G.P.) |
= |
25% of Rs 4,00,000 |
|
= |
Rs 1,00,000 (Profit) |
|
= |
(Rs 4,00,000 – Rs 1,00, 000) = Rs 3,00,000 |
Step 2: Average Inventory = (Rs 45,000 + Rs 55,000)/2→(Stock in the beginning + Stock at the end)/2
Step 3: Inventory Turnover Ratio = Rs 3,00,000/Rs 50,000 =6 times
Step 4: Inventory Holding Period = 12 Months/Inventory Turnover Ratio
= 12/6 = 2 months
Formula
Debtors Turnover Ratio |
= |
Net Credit Sales/Average Debtors |
Net Credit Sales |
= |
Gross Credit Sales – Sales Returns |
Average Debtors |
= |
Note: Debtors include Bills Receivable.
High ratio indicates short time lag between credit sales and cash collection. A low ratio shows the slackness in debt recovery.
Computation of Debtors Turnover Ratio
Illustration: 38
A firm has made credit sales of Rs 2,00,000 during the year. The outstanding amount of debtors at the beginning and at the end of the year were Rs 20,000 and Rs 30,000 respectively. What is the Debtors Turnover Ratio?
Solution
Formula
Debtors Turnover Ratio |
= |
Net Credit Sales/Average Debtors |
|
|
|
|
|
|
|
|
It is a ratio between net credit purchases and the average amount of creditors outstanding during the year.
Formula
Creditors Turnover Ratio |
= |
Net Credit Purchases/Average Creditors |
Net Credit Purchases |
= |
Gross Credit Purchases – Returns |
|
|
Creditors include bills payable.
A low ratio shows the liberal credit policy.
A high ratio shows the speedy settlement of credit.
Computation of Creditors Turnover Ratio
Illustration: 39
A firm has made credit purchases of Rs 3,00,000. The amount payable to the creditors at the beginning and the end of the year is Rs 70,000 and Rs 80,000 respectively. Compute the Creditors Turnover Ratio.
Solution
Creditors Turnover Ratio |
= |
Net Credit Purchases/Average Creditors |
|
|
|
|
|
|
|
|
Cash cycle shows the inter-relationships of sales, collections from debtors and payment to creditors. It reveals the combined effect of all these Turnover Ratios.
Assume that in the above three illustrations, the data showed relate to a single and same firm, then cash cycle.
Inventory Holding Period |
= 2 months |
Add: Debtors Collection Period |
|
Less: Creditor s Payment Period |
|
Shorter the cash cycle,, better the liquidity status. |
|
[The liquidity position of a firm, now-a-days, at international level, is also examined in relation to its ability to meet projected daily expenditure from operations. Such ratios – Defensive Interval Ratio (a ratio between quick assets and projected daily cash recruitments), Cash Flow from operations ratios are not dealt with here.]
The other category of financial ratios is also termed as Leverage Ratios or Capital Structure Ratios. A modern approach is to express Debt Equity Ratio in terms of the relative proportion of long-term debt and shareholder’s equity.
Debt Equity Ratio = Long-term Debt/Shareholder’s Equity
In this approach, Current Liabilities are excluded in long-term debt. So, by including the Current Liabilities in the debt structure, Debt Equity Ratio is computed differently as
Debt Equity Ratio = Total Debt/Shareholder’s Equity
The Debt Equity Ratio has wider implications, affecting the creditors, owners and even the firm itself. Do judicious combination of Creditors Funds and Owners Funds, that is, the proportion of debt in the financial structure plays a crucial role in determining financial status of a firm. Technically this is termed as Leverage or Trading on Equity %.
This is further inter-related to Coverage Ratios, which measure the firm’s ability to pay certain fixed charges. The Coverage Ratios measure the relation between what is normally available from operations of the firms and the claims of outsiders. Coverage Ratios –interest coverage, dividend coverage, total fixed charge coverage, total cash flow coverage, capital expenditure ratio, debt–service coverage ratio are not dealt with here.
We have discussed Profitability Ratios in the earlier part of the chapter. Now a slight advance step on Profitability Ratios is to be seen here. Profitability Ratios relating to sales is termed as Expense Ratio. There are different variants of Expense Ratios, depending upon the nature of expense. They are
Note: Expenses on taxes, dividends and extraordinary losses (theft, stock devasted by natural calamities) are not included.
Thus, specific Expenses Ratio for each of such items may be calculated. These Expense Ratios are interrelated with Profit Margin Ratio (G.P. Ratio, N.P. Ratio etc.). The Profitability Ratios based on sales (Expenses Ratio) is a very important tool for ana1ysing the operational efficiency – the profitability of a manufacturing concern.
Return on Investment Ratio: Profitability Ratios relating to Investments, measures the relationship of the profit of the firm to its Investments. These ratios are termed as Return on Investments (ROI).
Return on Assets: (based on assets) measure the relationship between net profit assets. The net profit may be (a) net profits after taxes (b) net profits after taxes + interest and (c) net profits after taxes + interest – tax savings and the assets may be (a) total assets (b) fixed assets and (c) tangible assets. As such, there are different variants in computation of return on assets.
Formulae for computing different return on assets:
The above formulae can be substituted by the following to ascertain the operating performance of a business entity.
Return on Capital Employed (ROCE): Here the capital employed is the base to test the profitability of a concern, relating to sources of long-term funds.
As the concepts of profits and capital employed vary, ROCE also can be computed in various ways:
ROCE, in total, assess the firm’s profitability, taking owners’ funds and lenders’ funds together.
Profit is based on return on shareholder’s equity and its different variants. Moving one step up, profitability of firm may be ascertained by computing Return on Shareholder’s Equity.
There are different variants of the Return on Shareholder’s equity. They are:
9.4.3.1a Return on Total Shareholders’ Equity: Return on Total Shareholders’ Equity = Net Profit after Taxes/ Average Total Shareholders’ Equity × 100
Total Shareholders’ Equity = Preference Share Capital + Ordinary Shareholders’ Equity (equity share capital + share premium +reserves and surplus – accumulated loss)
This ratio indicates how profitably the owners’ funds have been utilised by the business entities.
9.4.3.1b Rate of Return on Equity of Ordinary Shareholders: It is also called as Net Worth. This ratio measures the return on the total equity funds of ordinary shareholders.
Return on Equity Funds
This is the most essential and vital ratio for equity shareholders of a company. Since equity shareholders are real owners, this ratio plays a crucial and significant role in industries.
9.4.3.2 Earnings Per Share (EPS):This measures the extent of profit available to the equity shareholders. Profit is computed as per share basis.
Earnings Per Share = Net Profit (after taxes and dividend on performance shares)/No. of Ordinary Shares Outstanding × 100
These ratios can be analysed by (i) intra-firm results (past records) (ii) inter-firm comparisons and (iii) overall industry results.
Besides these,
are also useful in analysing and predicting future returns from Stock.
9.4.3.3 Dividend Per Share (DPS):DPS = Dividend paid to ordinary shareholders/No. of Ordinary Shares Outstanding
DPS may be a better indicator than EPS, as it shows the distribution of net profit to ordinary shareholders.
9.4.3.4 Dividend Payout Ratio (D/P Ratio):This ratio measures the proportion of dividends paid to earning available to shareholders.
From this, Retention Ratio is computed.
Retention Ratio = 100 − D/P Ratio
This is useful to measure how much is retained in the business from the net profits earned.
These two ratios, i.e. EPS and DPS are generally based on book value of shares (per share).
9.4.3.5 Earnings and Dividend Yield: Yield of a firm may also be expressed on the basis of market value of shares (per share). These are (i) Earnings Yield (ii) Dividend Yield
They are computed as:
9.4.3.6 Price Earnings Ratio (P/E Ratio):This ratio measures the amount that investors are willing to pay for each rupee of earnings.
9.4.3.7 Return on Investment (ROI):This ratio measures the relationship of profit with capital employed.
Formula:
9.4.3.8 Computation of ROI Ratio: Capital employed is to be computed, first. For this, any of the following methods can be adopted.
Method 1: Sum of (1) Share Capital (includes preference and equity) (2) Reserves and (3) Long-term loans has to be done.
From this total, the following items have to be deducted: (1) Fictious Assets (e.g. preliminary expenses) and (2) Non-operating assets.
Net result will be the Capital employed.
Method 2: Capital employed will be ascertained by adding all the fixed assets (less depreciation) and the working capital of a concern.
Illustration: 40
Following is the Balance Sheet of Raj Ltd as on Mar 31, 2009: Compute ROI:
Solution
Step 1: Profit before interest has to be computed.
|
Rs |
---|---|
Profit (as shown in the question) |
4,00,000 |
Add: Interest (10% on Rs 10,00,000) |
1,00,000 |
Profit before interest |
5,00,00 |
Step 2: Capital employed is to be computed.
Method 1:Fixed Assets (Net) |
25,00,000 |
Add: Working Capital |
|
Current Assets –Current Liabilities |
5,00,000 |
(Rs 15,00,000 – Rs 10,00,000) |
|
Capital Employed |
________ |
This can be ascertained by another way. |
|
Method 2: Share Capital |
10,00,000 |
Add: (Reserves + Profits) |
|
Rs 7,00,000 + Rs 4,00,000 |
11,00,000 |
|
21,00,000 |
Add: Loans |
10,00,000 |
|
31,00,000 |
Less: Underwriting Commission |
1,00,000 |
Capital Employed |
30,00,000 |
Step 3: → ROI |
= |
Profit before Interest/Capital Employed × 100 |
|
= |
Rs 5,00,000/Rs 30,00,000 × 100 |
|
= |
16.66% |
Calculation of Capital Employed
Illustration: 41
The Balance Sheet of X Ltd as on Mar 31, 2009.
Additional Information
Net profit for the year was Rs 1,00,000 after charging interest of Rs 20,000 on secured term loan, but before tax.
Calculate Return on Capital Employed for the year.
Solution
[Note: As Net profit and interest are shown in additional information they may straight away be taken for the computation of the Profit Before Interest (PBI).
Step 1: Here profit is shown after charging interest. So profit is added to interest here to arrive at Profit Before Interest.
Therefore, Profit Before Interest = Rs 1,00,000 + Rs 20,000 = Rs 1,20,000
Step 2: Capital Employed is now calculated.
Method 1: Fixed Assets
(Rs 1,00,000 + Rs 1,00,000 + Rs 1,77,500 + Rs 37,500 + Rs 25,000) |
= |
Rs 4,40,000 |
Add → Working Capital (C.A.. C.L.) |
= |
Rs 60,000 |
(Rs 4,70,000 – Rs 4,10,000) |
|
__________ |
Method 2
|
Rs |
Share Capital |
2,50,000 |
Preference Share Capital |
1,00,000 |
Add: Reserves and Surplus |
1,25,000 |
Add: Long-term Loan |
1,50,000 |
|
6,25,000 |
Less: Miscellaneous Expenditure |
25,000 |
|
6,00,000 |
Less: Investment |
1,00,000 |
Capital Employed |
5,00,000 |
Step 3: Return on Capital Employed: PBI/Capital Employed × l00
= 1,20,000/5,00,000 × 100 = 24%
Note: Investments not taken into account here assuming it is not exclusively for the business concern.
Computation of EPS
Illustration: 42:
Calculate the Earnings Per Share from the following data.
|
Rs |
Net Profit after Tax |
6,00,000 |
10% Preference Share Capital (Rs 10 each) |
10,00,000 |
Equity Share Capital (Rs 10 per share) |
10,00,000 |
Solution
|
Rs |
Preference Dividend: 10% of Rs 10,00,000 |
1,00,000 |
Number of Equity Shares |
10,00,000/10 |
|
1,00,000 |
Net Profit after Tax |
6,00,000 |
Substitute the figures in the equation or formula:
Earnings Per Share
Computation of DPS
Illustration: 43
Net Profit after interest and tax Rs 5,00,000. Profit distributed as dividend 50%. Equity Share Capital (25,000 equity shares Rs 100 per share) Rs 25,00,000. Calculate Dividend Per Share.
Solution
DPS |
= |
Profit distributed as Dividend/No. of Equity Shares |
|
= |
(50% of Rs 5,00,000)/25,000 = Rs 2,50,000/25,000 |
|
= |
Rs 10 |
DPS |
= |
Rs 10 per Share |
Illustration: 44
Earnings per share Rs 25. Market Price per share Rs 400. Calculate Price Earning Ratio.
Solution
Illustration: 45
The Capital of Vasanth Co. Ltd is as follows:
|
Rs |
10% Preference Share of Rs 10 each |
5,00,000 |
Equity Shares of Rs 10 each |
20,00,000 |
|
________ |
Further Information
|
Rs |
Profit after Tax |
2,50,000 |
Equity Dividend Paid |
1,00,000 |
Market price per Equity Share |
50 |
Calculate: (i) Earnings Per Share and (ii) Price Earning Ratio.
Solution
P/E Ratio |
= |
Market Price per Share/Earning per Share |
|
= |
Rs 50/Re. 1 = 50 : 1 |
(Combining these two ratios, that is, EPS and P/E, market value of share in future may be computed, which means forecast.)
[Here Market Price per Share |
= |
EPS × P/E |
|
= |
1 × 50 = Rs 50] |
Illustration: 46
|
Rs |
Equity Share Capital (Rs 10 per Share) |
25,00,000 |
Reserves and Surplus |
2,50,000 |
Secured Loan (15%) |
12,50,000 |
10% Unsecured Loan |
6,25,000 |
Fixed Assets |
15,00,000 |
10% Investments |
2,50,000 |
Operating Profit |
12,50,000 |
Income Tax Rate |
50% |
Market Price per Share |
50 |
Calculate Price Earning Ratio (P/E) |
|
Solution
Step 1: First, EPS has to be ascertained.
Rs |
|
Operating Profit |
12,50,000 |
Less:
|
2,50,000 |
Profit before Tax |
10,00,000 |
Less: Income Tax 50% |
5,00,000 |
Profit after Tax |
5,00,000 |
Step 2: No. of Equity Shares
= Rs 25,00,000/Rs 10 = 2,50,000 shares
Step 3: EPS = Profit after Tax/No. of Equity Shares
= Rs 5,00,000/2,50,000 = Rs 2
Step 4: Calculation of P/E Ratio
|
P/E Ratio |
= |
Market Price per Share/EPS |
|
|
|
Construction of Trading and Profit A/c
Illustration: 47
You are given the following information for the year 2008–09 from the books of a firm engaged in trading operations.
Average monthly sales for the year amounted to Rs 30,000
Goods are sold at cost plus 25%
Stock-in-trade on Mar 31,2009: Rs 29,000
Stock Turnover Ratio: 10
Operating Ratio: 85% Turnover
Depreciation charged on fixed assets for the year: Rs 10,000
Non-operating income for the year consisted of Bank Interest Rs 1,500 and Dividends received from investments Rs 2,500.
Non-operating expenses amounted to Rs 2,500 towards the sale of fixed assets.
You are required to construct the Trading and Profit and Loss Account of the firm for the year ended Mar 31, 2009.
(ICWA Inter – Modified)
Solution
The following have to be computed in the order of sequence: (1) G.P. (2) Opening Stock (3) Purchases (4) Net Operating Profit (5) Total Operating Expenses to construct the Trading and Profit and Loss A/c.
Step 1: Calculation of Gross Profit
Gross Profit |
= |
25% of Sales |
|
= |
25/100 × (Rs 30,000 × 12) |
|
= |
1/4 × Rs 3,60,000 |
|
= |
Rs 90,000 |
Step 2: Calculation of Opening Stock
Cost of Goods Sold |
= |
Sales – G.P. |
|
= |
Rs 3,60,000 – Rs 90,000) |
|
= |
Rs 2,70,000 |
Stock Turnover |
= |
Cost of Goods Sold/Average Stock |
10 (Given) |
= |
Rs 2,70,000/Average Stock |
Let Average Stock be X. |
|
|
Then 10 |
= |
Rs 2,70,000/X |
10 × X |
= |
Rs 2,70,000 |
X = Rs 2,70,000/10 = Rs 27,000 |
|
|
Average Stock |
= |
(Opening Stock + Closing Stock)/2 |
Rs 27,000 |
= |
(Opening Stock + Closing Stock)/2 |
(Opening Stock + Closing Stock)/2 |
= |
Rs 27,000 |
Let Opening Stock be taken as “Y” |
|
|
Y + Closing Stock |
= |
Rs 27,000 × 2 |
Y + Rs 29,000 |
= |
Rs 54,000 |
(Given) |
|
|
Y |
= |
Rs 54,000 – Rs 29,000 |
Therefore, Opening Stock |
= |
Rs 25,00 |
Step 3
Purchases |
= |
C.G.S. + Opening Stock – Closing Stock |
Purchases |
= |
Rs 2,70,000 + Rs 29,000 – Rs 25,000 |
|
= |
Rs 2,74,000 |
Step 4: Calculation of Net Operating Profit
|
|
85 (Given) |
Therefore, Total Operating Expenses |
= |
85 × 3,60,000/100 |
|
= |
Rs 3,06,000 |
Therefore, Net Operating Profit |
= |
Sales – Total Operating Expenses |
|
= |
Rs 3,60,000 – Rs 3,06,000 |
|
= |
Rs 54,000 |
Step 5: Calculation of Operating Expenses
Operating Expenses other than Depreciation = Total Operating Expenses — C.G.S. — Depreciation
Step 6: Construction of Trading and Profit and Loss Account
Trading and Profit and Loss Account
For the Year Ending Mar 31, 2009
Construction of Balance Sheet
Illustration: 48
From the particulars furnished here under, you are required to prepare the Balance Sheet: Stock Velocity: 6; Gross Profit Margin = 20%; Capital Turnover Ratio: 2; Fixed Assets Turnover Ratio: 4; Debt Collection Period: 2 months; Creditors Payment Period: 73 days; Gross Profit was Rs 3,00,000; Excess of Closing Stock over Opening Stock was Rs 25,000; Difference in Balance Sheet represents Bank balance.
C.A. Inter – Modified)
Solution
(Assumption: The entire sales and purchases were made on credit.)
Note: Missing figures which are inter-related with other items are to be ascertained in the following sequences.
Step 1: Computation of Sales
Gross Profit Margin |
= |
20% |
Gross Profit (Given) |
= |
Rs 3,00,000 |
Therefore, Sales |
= |
100/20 × Rs 3,00,000 |
|
= |
Rs 15,00,000 |
Step 2: Cost of Goods Sold has to be computed.
Cost of Goods Sold |
= |
Sales – Gross Profit |
|
= |
Rs 15,00,000 − Rs 3,00,000 |
|
= |
Rs 12,00,000 |
Step 3: Calculation of Opening Stock and Closing Stock.
Stock Velocity |
= 6 (Given) |
Remember: Average Stock = Cost of Goods Sold/Stock Velocity
|
= |
Rs 12,00,000/6 = Rs 2,00,000 |
Let Opening Stock be taken as X Rs |
||
Then Closing Stock |
= |
Rs (X + 25,000) |
Remember another Equation: |
||
|
|
|
|
|
|
|
|
|
2X + Rs 25,000 |
= |
Rs 2,00,000 × 2 |
2X |
= |
Rs 4,00,000 − Rs 25,000 |
|
= |
Rs 3,75,000 |
X |
= |
Rs 3,75,000/2 = Rs 1,87,500 |
Therefore, Opening Stock |
= |
Rs 1,87,500 |
Closing Stock |
= |
Rs 1,87,500 + Rs 25,000 |
|
= |
Rs 2,12,500 |
Step 4: Computation of Capital
Remember: Capital = Sales/Capital Turnover Ratio
= Rs 15,00,000/2 = Rs 7,50,000
Step 5: Computation of Fixed Assets
Remember: Fixed Assets = Sales/Fixed Assets Turnover Ratio
= Rs 15,00,000/4 = Rs 3,75,000
Step 6: Calculation of Debtors
Debt Collection Period |
= |
2 months |
Debtors |
= |
Credit Sales × 2/12 |
|
= |
Rs (15,00,000) × (2/12) |
|
= |
Rs 2,50,000 |
Step 7: Computation of Purchases
Purchases |
= |
Cost of Goods Sold + Excess of Closing Stock over Opening Stock |
|
= |
Rs 12,00,000 + Rs 25,000 |
|
= |
Rs 12,25,000 |
Step 8: Computation of Creditors
Creditors Payment Period |
= |
73 days |
Creditors |
= |
(Credit Purchases) × 73/365 |
|
= |
(Rs 12,25,000) × 73/365 |
|
= |
Rs 2,45,000 |
Step 9: Finally, Preparation of Balance Sheet
Balance Sheet as on….
Calculation of Missing Figures
Illustration: 49
Complete the following annual financial statements on the basis of ratios provided as under.
Profit and Loss Account for the Year Ended Mar 31, 2009
(based on Cost of Goods Sold)
(C.A. Inter – Modified)
Solution
Missing figures have to be ascertained in the following sequence (as the particulars relating to ratio are inter-related).
Step 1: Profit after Tax (PAT)
PAT |
= |
Sales × Net Profit Ratio |
= |
10,00,000 × 5% = Rs 50,000 |
Step 2: Provision for Tax
Income Tax Rate is 50%
Income Tax 50% of PBIT and
Profit after Tax = Balance 50%
(PAT)
Therefore PAT and Income Tax are equal
Hence Income Tax = (same as PAT) Rs 50,000 (Step 1)
Step 3: Debentures
Debentures |
= Interest on Debentures/Rate of Interest |
Step 4: EBIT
EBIT |
= Net Profit after Tax + Provision for Tax + Debentures interest |
Step 5: Net Worth
Net Worth |
= Return/Rate of Return on Net Worth |
Step 6: Share Capital
Share Capital |
= Net Worth × 4/5 |
Step 7: Reserves
Reserves |
= Net Worth – Share Capital |
Step 8: Current Assets
Current Assets | = | Current Liabilities × 1.5 |
= | (Given as Sundry Creditors)Rs 30,000 × 1.5 = Rs 45,000 |
Step 9: Closing Stock
Closing Stock |
= Cost of Goods Sold/Inventory Turnover Ratio |
Profit and Loss Account for the Year Ended Mar 31, 2009
Balance Sheet as on Mar 31, 2009
Preparation of Final Accounts
Illustration: 50
From the following ratios and further information, you are required to prepare a Trading and Profit and Loss Account:
Out of Current Assets, Sundry Debtors are Rs 3,00,000.
The balance represents Cash.
(CA – Modified)
Solution
Note: In ratio analysis, the particulars are inter-related. As such, missing figures have to be computed in the sequence as follows:
Step 1: Calculation of Capital
Fixed Assets/Capital = 5/4
Rs 2,50,000/Capital = 5/4
Capital × 5 = 4 × Rs 2,50,000
Therefore, Capital = 4 × Rs 2,50,000/5 = Rs 2,00,000
Step 2: Liabilities value is to be computed
Capital/Liabilities |
= |
1/2 |
Rs 2,00,000/Liabilities |
= |
1/2 |
2 × Rs 2,00,000 |
= |
1 × Liabilities |
Therefore, Liabilities |
= |
Rs 4,00,000 |
Step 3: Computation of Net Profit
Net Profit/Capital |
= |
1/5 |
Net Profit/2,00,000 |
= |
1/5 |
Net Profit × 5 |
= |
1 × Rs 2,00,000 |
Net Profit |
= |
Rs 2,00,000/5 |
|
= |
Rs 40,000 |
Step 4: Computation of Sales
Net Profit/Sales × 100 |
= |
20 (Given: Particular No. (viii)) |
Rs 40,000/Sales × 100 |
= |
20 |
Therefore, Sales |
= |
Rs 40,000 × 100/20 = Rs 2,00,000 |
Step 5: Computation of Gross Profit
Gross Profit Ratio |
= |
20% (Given) |
Gross Profit/Sales × 100 |
= |
20 |
Gross Profit/Rs 2,00,000 × 100 |
= |
20 |
Therefore, Gross Profit |
= |
Rs 2,00,000 × 20/100 = Rs 40,000 |
Step 6: Computation of Opening Stock
Take the equation,
Cost of Goods Sold |
= |
Sales – Gross Profit |
|
= |
Rs 2,00,000 – Rs 40,000 = Rs 1,60,000 |
Going to other related equation:
Cost of Goods Sold/Average Stock |
= |
Stock Turnover Ratio |
Rs 1,60,000/Average Stock |
= |
10 (Given) |
Rs 1,60,000 |
= |
10 × Average Stock |
Average Stock = Rs 1,60,000/10 |
= |
Rs 16,000 |
|
|
|
Opening Stock + Closing Stock |
= |
2 × Average Stock |
|
= |
2 × Rs 16,000 |
|
= |
Rs 32,000 |
Opening Stock + Rs 25,000 |
= |
Rs 32,000 |
Therefore, Opening Stock |
= |
Rs 32,000 − Rs 25,000 |
|
= |
Rs 7,000 |
Step 7: Cash Balance
Fixed Assets/Total Current Assets |
= |
5/7 |
Rs 2,50,000/Total Current Assets |
= |
5/7 |
5 × Total Current Assets |
= |
7 × Rs 2,50,000 |
Total Current Assets |
= |
7 Rs 2,50,000/5 |
|
= |
7 × Rs 50,000 |
|
= |
Rs 3,50,000 |
But Total Current Assets |
= |
Closing Stock + Debtors + Cash |
Cash |
= |
Total Current Assets – Closing Stock – Debtors |
|
= |
Rs 3,50,000 – Rs 25,000 – Rs 3,00,000 |
|
= |
Rs 25,000 |
Step 8: Finally, after obtaining all the figures, we have to prepare first, Trading and Profit and Loss Account and then the Balance Sheet.
Trading and Profit and Loss Account for the Year Ended
Balance Sheet as at
Construction of a Proforma Balance Sheet
Illustration: 51
From the following information, compute the Proforma Balance Sheet of a public limited company:
Sales = Rs 20,00,000
Sales to Net Worth = 2 times
Current liabilities to Net Worth = 40%
Total liabilities to Net Worth= 60%
Current Ratio= 3 times
Sales to Closing Inventory =5 times
Average Collection Period = 73 days
Proforma Balance Sheet
(C.A. Inter, Modified)
Solution
Note: Proforma Balance Sheet itself is a hint to ascertain the missing figures. It is done as follows:
Step 1: Computation of Net Worth
Sales to Net Worth |
= |
2 times (given) |
Rs 20,00,000/Net Worth |
= |
2 |
Net Worth × 2 |
= |
Rs 20,00,000 |
Net Worth |
= |
Rs 20,00,000/2 |
|
= |
Rs 10,00,000 |
Step 2: Computation of Current Liabilities
Current Liabilities to Net Worth |
= |
40% (given) |
Current Liabilities/Net Worth |
= |
40/100 |
Current Liabilities/Rs 10,00,000 |
= |
40/100 |
100 × Current Liabilities |
= |
40 × Rs 10,00,000 |
Current Liabilities |
= |
40 Rs 10,00,000/100 |
|
= |
Rs 4,00,000 |
Step 3:Computation of Long-term Liabilities
Total Liabilities to Net Worth |
= |
60% (given) |
Total Liabilities/Net Worth |
= |
60/100 |
100 × Total Liabilities |
= |
60 × Rs 10,00,000 |
Total Liabilities |
= |
60 × Rs 10,00,000/100 |
|
= |
Rs 6,00,000 |
Therefore, Long-term liabilities |
= |
Total Liabilities – Current Liabilities |
|
= |
Rs 6,00,000 – Rs 4,00,000 |
|
= |
Rs 2,00,000 |
Step 4: Computation of Current Assets
Current Ratio |
= |
Current Assets/Current Liabilities = 3 (Given) |
|
= |
Current Assets/Rs 4,00,000 = 3 (Given) |
Therefore, Current Assets |
= |
3 × Rs 4,00,000 |
|
= |
Rs 12,00,000 |
Step 5: Calculation of Stock
Sales to Closing Inventory |
= |
5 times (Given) |
Sales/Stock |
= |
5 times |
Rs 20,00,000 |
= |
5 × Stock |
Therefore, Stock |
= |
Rs 20,00,000/5 |
|
= |
Rs 4,00,000 |
Step 6: Computation of Sundry Debtors
Average Collection Period |
= |
73 days |
Sundry Debtors/Sales/365 |
= |
73 |
Therefore, Sundry Debtors |
= |
Rs 20,00,000 × 73/365 |
|
= |
Rs 4,00,000 |
Step 7: Computation of Cash
Cash |
= |
Current Assets – Stock – Debtors |
|
= |
Rs 12,00,000 – Rs 4,00,000 – Rs 4,00,000 |
|
= |
Rs 4,00,000 |
Step 8: Finally, Proforma Balance Sheet has to be drawn.
Proforma Balance Sheet
Comprising different ratios
Illustration: 52
Net Profit Ratio of a business concern is 20%. The indirect expenses are Rs 80,000 and cash sales are Rs 3,00,000. The credit are 80% of total sales. Calculate the Gross Profit Ratio.
Solution
Step 1: Value of Total Sales has to be calculated.
Credit Sales = 80% of total sales (given in the question)
∴ Cash Sales = 100% – 80%
(Total Sales – Credit Sales)
Step 2: After this, we have to calculate Net Profit..
Formula: Net Profi t Ratio = Net Profi t/Net Sales × 100
Substitute the values in the formula:
20% |
= |
Net Profit/Rs 15,00,000 |
i.e., 20/100 |
= |
Net Profit/Rs 15,00,000 |
Net Profit × 100 |
= |
20 × Rs 15,00,000 |
Net Profit |
= |
20 × 15,00,000/100 |
∴ Net Profit |
= |
Rs 3,00,000 |
Step 3: Next, Gross Profit has to be found out.
Remember: Gross Profit = Net Profit + Indirect Expenses
|
= |
Rs 3,00,000 + Rs 80,000 (given) |
|
= |
Rs 3,80,000 |
Step 4: Finally, Gross Profit Ratio has to be computed.
Formula: Gross Profit Ratio = Gross Profit/Net Sales × 100
Substitute the values in the formula:
Gross Profit Ratio |
= |
Rs 3,80,000/Rs 15,00,000 × 100 |
|
= |
25.33% |
Illustration: 53
From the following information, calculate
(i) Stock Turnover Ratio (ii) Operating Ratio and (iii) Capital Turnover Ratio
|
Rs |
Opening Stock |
28,000 |
Closing Stock |
22,000 |
Purchases |
46,000 |
Sales |
90,000 |
Sales Returns |
10,000 |
Carriage Inwards |
4,000 |
Office Expenses |
4,000 |
Selling and Distribution Expenses |
2,000 |
Capital Employed |
2,00,000 |
Solution
(i) Computation of Stock Turnover Ratio
Step 1: Formula: Stock Turnover Ratio = Cost of Goods Sold/Average Stock
Step 2: Then Average Stock has to be computed.
|
|
|
|
|
|
Average Stock |
= |
Rs 25,000 |
Step 3: Final Step
Formula: Stock Turnover Ratio |
= |
Cost of Goods Sold/Average Stock |
|
= |
Rs 56,000/Rs25,000 |
∴ Stock Turnover Ratio |
= |
2.24 times |
(ii) Computation of Operating Ratio
For this, Operating Expenses have to be computed.
Step 1: Here, Operating Expenses = Office Expenses + Selling and Distribution Expenses
|
= |
Rs 4,000 + Rs 2,000 |
|
= |
Rs 6,000 |
Step 2: Cost of Goods Sold (As worked out in Step 1) = Rs 56,000
Step 3: Net Sales = Sales – Sales Returns
|
= |
Rs 90,000 − Rs 10,000 (Given) |
|
= |
Rs 80,000 |
Step 4: Formula: Operating Ratio
|
= |
Rs 56,000 + Rs 6,000/Rs 80,000 × 100 |
∴ Operating Ratio |
= |
77.5% |
(iii) Computation of Capital Turnover Ratio
Formula |
= |
Net Sales/Capital Employed × 100 |
|
= |
Rs 80,000/Rs 2,00,000 × 100 |
|
= |
40% |
Illustration: 54
Rs 2,40,000 is the Cost of Goods Sold.
Inventory Turnover is 8 times.
Stock at the beginning is 1.5 times more than the stock at the end.
Calculate the value of opening and closing stock.
Solution
Step 1: Let the Closing Stock be X. (Assumption)
Then Opening Stock will be = 1.5X (As per question)
i.e., Opening Stock is 1.5 times more than Closing Stock.
Step 2: Formula: Inventory Turnover Ratio = Cost of Goods Sold/Average Stock
8 |
= |
Rs 2,40,000/(X + l.5X/2) |
(Average Stock = (Opening Stock + Closing Stock)/2) |
||
8 |
= |
Rs 2,40,000 × 2/(X + l.5X) |
8(X + 1.5X) |
= |
Rs 2,40,000 × 2 |
8(2.5X) |
= |
Rs 4,80,000 |
20X |
= |
Rs 4,80,000 |
X |
= |
Rs 4,80,000/20 = Rs 24,000 |
Closing Stock |
= |
Rs 24,000 |
Step 3: Opening Stock = Rs 24,000 × 1.5
= Rs 36,000
Illustration: 55
Solution
(A) Let the Current Liabilities that should be paid off be Y (assumed).
Substitute the figure in the formula :
|
||
2(2,00,000 − Y) |
= |
1(3,00,000 − Y) |
4,00,000 − 2Y |
= |
3,00,000 − Y |
−2Y + Y |
= |
3,00,000 − 4,00,000 |
−Y |
= |
−1,00,000 |
Y |
= |
Rs 1,00,000 |
So Current Liabilities that should be paid to maintain the Current Ratio at the level 2:1 will be Rs 1,00,000.
(B) Step 1: Let the Cost of Goods Sold be Rs 100 (assumed).
Then Sales = Rs 100 + 25 (Given) = 125
If Sales are Rs125, Cost of Goods Sold is Rs 100.
Step 2: If Sales are Rs 6,00,000 (given in question),
Cost of Goods Sold will be |
= |
100/125 × 6,00,000 |
|
= |
Rs 4,80,000 |
Step 3: Gross Profit = Sales – Cost of Goods Sold
|
= |
Rs 6,00,000 – Rs 4,80,000 |
|
= |
Rs 1,20,000 |
Step 4: Formula: Gross Profit Ratio = Gross Profit/Net Sales × 100
Substitute the values in the formula:
Gross Profi t Ratio = Rs l,20,000/Rs 6,00,000 × 100
|
= |
20% |
Illustration: 56
Net Sales: Rs 4,00,000; Cost of Goods Sold: Rs 2,00,500; Administrative Expenses: Rs 45,000; Selling Expenses: Rs 57,000; Share Capital: Rs 8,50,000; Reserves and Surplus: Rs 3,00,000; Long-term Loans: Rs 8,20,000; Fixed Assets (Net): Rs 4,62,000; Investments: Rs 2,42,500; Debtors: Rs 72,000; Opening Stock; Rs 2,40,000; Closing Stock: Rs 2,10,000; and Bank Balance: Rs 3,00,000.
From the above details, you are required to compute:
Solution
(a) Computation of Gross Profit Ratio
Remember: Gross Profit |
= |
Net Sales – Cost of Goods Sold |
|
= |
Rs 4,00,000 – Rs 2,00,500 |
|
= |
Rs 1,99,500 |
|
= |
Rs l,99,500/Rs 4,00,000 × 100 |
|
= |
49.87% |
(b) Computation of Stock Turnover Ratio
Step 1: First, Average Stock is to be calculated.
|
|
|
|
|
|
|
= |
Rs 4,50,000/2 = Rs 2,25,000 |
Step 2: Formula = Stock Turnover Ratio = Cost of Goods Sold/Average Stock
Substitute the values in the formula,
= Rs 2,00,500/Rs 2,25,000 = 0.89 times
(c) Calculation of Proprietary Ratio
Step 1: Shareholder’s Funds should be calculated.
Remember: Shareholder’s Funds |
= |
Share Capital + Reserves and Surplus |
|
= |
Rs 8,50,000 + Rs 3,00,000 (Given) |
|
= |
Rs 11,50,000 |
Step 2: Total Assets should be calculated.
Remember: Total Assets: Sum of all assets given in question
Here, Total Assets |
= |
Fixed Assets + Investments + Debtors + Closing Stock + Bank Balance |
|
= |
Rs 4,62,000 + Rs 2,42,500 + Rs 72,000 + Rs 2,10,000 + Rs 3,00,000 |
|
= |
Rs 12,86,500 |
Step 3: Formula:
Proprietary Ratio |
= |
Shareholder’s Funds/Total Assets |
|
= |
Rs l1,50,000/Rs 12,86,000 |
|
= |
0.89 |
|
|
Or |
|
= |
89.42% |
Illustration: 57
On the basis of the following information, you are required to calculate the following ratios:
Net Sales: Rs 5,65,000; Bank Loan; Rs 1,25,000; Cost of Goods Sold: Rs 3,75,000.00; Current Assets: Rs 3,25,000; Current Liabilities: Rs 1,75,000; Equity Share Capital: Rs 3,95,000; Debentures: Rs 1,29,000.
Solution
(a) Calculation of Gross Profit Ratio
Step 1: Gross Profit has to be worked out first.
Remember: Gross Profit |
= |
Net Sales – Cost of Goods Sold |
|
= |
Rs 5,65,000 – Rs 3,75,000 |
|
= |
Rs 1,90,000 |
Step 2: Now, Gross Profit Ratio = Gross Profit/Net Sales × 100
|
= |
Rs 1,90,000/Rs 5,65,000 × 100 |
|
= |
33.62% |
(b) Calculation of Debt Equity Ratio
Step 1: Total Long-term Debts have to be determined first.
Remember: Total Long-term Debts |
= |
Debentures + Loan |
|
= |
Rs 1,29,000 + Rs 1,25,000 |
|
= |
Rs 2,54,000 |
Step 2: Formula:
Debt Equity Ratio = (Total) Long-term Debts/Shareholder’s Funds
Remember: Shareholder’s Funds = Equity Share Capital
∴ Ratio |
= |
Rs 2,54,000/Rs 3,95,000 |
|
= |
0.64:1 |
(c) Calculation of Working Capital Turnover Ratio
Step 1: First Net Working Capital has to be ascertained.
Remember: Working Capital |
= |
Current Assets – Current Liabilities |
|
= |
Rs 3,25,000 – Rs 1,75,000 |
|
= |
Rs 1,50,000 |
Step 2: Formula:
Working Capital Turnover Ratio |
= |
Net Sales/Net Working Capital |
|
= |
Rs 5,65,000/Rs 1,50,000 |
|
= |
3.76 times |
Illustration: 58
Calculate the Cost of Goods Sold from the following information:
Sales: Rs 12,00,000; Sales Returns: Rs 80,000;
Operating Expenses: Rs 1,82,000; Operating Ratio: 92%
Solution
Formula:
Operating Ratio = Cost of Goods Sold + Operating Expenses/Net Sales × l00
Substitute the values
92/100 = Cost of Goods Sold + Rs 1,82,000/Rs 11,20,000
100 × (Cost of Goods Sold + Rs 1,82,000) |
= |
92 × Rs 11,20,000 |
Cost of Goods Sold + Rs 1,82,000 |
= |
92 × Rs l1,20,000/100 |
|
= |
Rs 10,30,400 |
Cost of Goods Sold |
= |
Rs 10,30,400 − Rs 1,82,000 |
|
= |
Rs 8,48,400 |
Illustration: 59
Calculate the amount of Gross Profit from the following information:
Average Stock |
= |
Rs 80,000 |
Stock Turnover Ratio |
= |
6 times |
Selling Price |
= |
25% above cost |
Solution
This problem can be solved in either of the following two methods:
Method 1
Step 1: Formula: Stock Turnover Ratio = Cost of Goods Sold/Average Stock
6 |
= |
Cost of Goods Sold/Rs 80,000 |
6 × Rs 80,000 |
= |
Cost of Goods Sold |
Rs 4,80,000 |
= |
Cost of Goods Sold |
Step 2: Selling Price is given 25% above cost.
∴ Gross Profit |
= |
25% of Cost of Goods Sold |
|
= |
25/100 – Rs 4,80,000 |
|
= |
Rs 1,20,000 |
Method 2
Let the Cost Price be taken as Rs 100 (assumption)
Sale Price |
= |
25% above cost |
|
= |
Rs 100 + 25 = Rs 125 |
If Sale Price is Rs 125, Cost Price = 100 |
||
If Sale Price is Rs 4,80,000, Cost Price = 125/100 × Rs 4,80,000 |
||
(Cost Price) Sales Cost = Rs 6,00,000 |
||
Gross Profit = Sales – Cost of Goods Sold |
||
|
= |
Rs 6,00,000 – Rs 4,80,000 |
|
= |
Rs 1,20,000 |
Note: Depending on the particulars provided in the problem, students can choose any of the above methods to ascertain Gross Profit.
Illustration: 60
Calculate Opening Stock and Closing Stock from the following information:
Total Sales = Rs 6,00,000
Gross Profit = 25% on Sales
Stock Turnover Ratio = 5 times
Closing Stock is Rs 12,000 more than the Opening Stock
Solution
The following stages has to be followed one by one to compute the Opening Stock and Closing Stock.
Step 1: First, Gross Profit has to be ascertained.
Step 2: From Gross Profit value, Cost of Goods Sold has to be worked out.
Step 3: From Cost of Goods Sold, value of Average Stock is ascertained by applying Stock Turnover Ratio.
Step 4: From the Stock Turnover Ratio, that is, after knowing Average Stock, Opening Stock and Closing Stock amounts have to be ascertained, finally.
Note: The factors are inter-related. So we have to unlock the secret information, i.e. indirect particulars to solve the problem.
Step 1: First Gross Profit is to be ascertained.
Gross Profit |
= |
25% on Sales |
(Given in Problem) |
||
|
= |
25/100 × Rs 6,00,000 |
|
= |
Rs 1,50,000 |
Step 2: From this value, Cost of Goods Sold has to be found out.
Remember: Cost of Goods Sold |
= |
Sales – Gross Profit |
|
= |
Rs 6,00,000 – Rs 1,50,000 |
|
= |
Rs 4,50,000 |
Step 3: After computing the value of Cost of Goods Sold, value of Average Stock is to be ascertained by applying the Stock Turnover Ratio.
Formula:
Stock Turnover Ratio |
= |
Cost of Goods Sold/Average Stock |
5 |
= |
Rs 4,50,000/Average Stock |
Average Stock × 5 |
= |
Rs 4,50,000 |
Average Stock |
= |
Rs 4,50,000/5 |
|
= |
Rs 90,000 |
Step 4: Finally, the value of Opening and Closing Stock has to be ascertained.
Let Opening Stock be Z (assumption).
Then Closing Stock = (Z + Rs 12,000)
(Given in the problem, i.e. Closing Stock is Rs 12,000 more than Opening Stock)
Remember:
|
= |
Average Stock |
|
|
Z + (Z + Rs 12,000) |
= |
Average Stock × 2 |
|
Z + (Z + Rs 12,000) |
= |
Rs 90,000 × 2 (From Step 3) |
|
2Z + Rs 12,000 |
= |
Rs 1,80,000 |
|
2Z |
= |
Rs 1,80,000 − Rs 12,000 |
|
|
= |
Rs 1,68,000 |
|
Z |
= |
Rs l,68,000/2 = Rs 84,000 |
|
i.e., Opening Stock |
= |
Rs 84,000 |
|
Closing Stock |
= |
(Rs 84,000 + Rs 12,000) |
|
|
= |
Rs 96,000 |
Illustration: 61
Opening Stock was 1/4th value of Closing Stock. Closing Stock was 40% of Sales.
Solution
On the basis of information, the following has to be computed one by one:
Step 1: Gross Profit from Gross Ratio.
Step 2: Cost of Goods Sold from Gross Profit.
Step 3: Closing Stock, Opening Stock and Average Stock have to be worked out.
Step 4: Finally, Stock Turnover Ratio is to be found out.
Step 1: Gross Profit = 25% on Sales (Given)
|
= |
25/100 × Rs 2,00,000 |
|
= |
Rs 50,000 |
Step 2: Remember: Cost of Goods Sold = Sales – Gross Profit
|
= |
Rs 2,00,000 – Rs 50,000 |
|
= |
Rs 1,50,000 |
Step 3: Closing Stock = 40% of Sales (Given)
|
= |
40/100 × Rs 2,00,000 |
|
= |
Rs 80,000 |
Opening Stock is ¼th value of Closing Stock.
(Given in the Problem)
∴ Opening Stock |
= |
¼ Rs 80,000 |
|
= |
Rs 20,000 |
Average Stock |
= |
|
|
= |
|
|
= |
Rs 50,000 |
Step 4: Only after computing values for the above, Stock Turnover Ratio can be ascertained.
Formula: Stock Turnover Ratio |
= |
Cost of Goods Sold/Average Stock |
|
= |
Rs 1,50,000/Rs 50,000 |
|
= |
3 times |
Computation of Total Current Assets
Step 1: Current Ratio is 4:1 (Given)
Remember: Current Ratio |
= |
Current Assets/Current Liabilities |
4/1 |
= |
Current Assets/Current Liabilities |
* 1 × Current Assets |
= |
4 × Current Liabilities |
Working Capital |
= |
Rs 1,80,000 (Given) |
Remember: Current Assets – Current Liabilities |
= |
Working Capital |
Current Assets – Current Liabilities |
= |
Rs 1,80,000 |
4 × Current Liabilities – Current Liabilities |
= |
Rs 1,80,000 |
(As worked out in *) |
|
|
3 Current Liabilities |
= Rs 1,80,000 |
Current Liabilities |
= Rs 1,80,000/3 |
|
= Rs 60,000 |
∴ Current Assets |
= 4 × Current Liabilities |
|
= 4 × Rs 60,000 |
Total Current Assets |
= Rs 2,40,000 |
(ii) Computation of Stock
Quick Ratio formula is applied to compute Quick Assets first.
Remember: Quick Ratio |
= Quick Assets/Current Liabilities |
1.2/1 |
= Quick Assets/Rs 60,000 |
Quick Assets |
= Rs 60,000 × 1.2 |
|
= Rs 72,000 |
Remember: Stock |
= Current Assets – Quick Assets |
|
= Rs 2,40,000 – Rs 72,000 |
|
= Rs 1,68,000 |
Part A: Theory
Part B:
For example: Liquid Assets: Various items to be included in this: Cash-in-hand, Bank, Sundry Debtors, Bills Receivable, Short-term investments etc.
Note: The author does not want to repeat once again here. Students are asked to refer the main part of the chapter and remember the steps involved in the calculation of various ratios.
Current Assets: Assets that can be converted to cash or sold or consumed within a year.
Current Liabilities: Liabilities that fall due within a year.
Current Ratio: Relationship between Current Assets and Current Liabilities.
Debt Equity Ratio: Common dividends per share divided by market price per share.
Earning Per Share (EPS): Net income divided by average no. of outstanding common share.
Inventory: Stock or Goods held by an entity for sale.
Inventory Turnover: The Cost of Goods Sold divided by the average inventory held during the period.
Owner’s Fquity: The residual interest in the company’s assets after deducting liabilities.
Price Earning (P/E) Ratio: Market Price per Share divided by Earning per Share.
Return on Sales Ratio: Net income divided by sales.
Short-term liquidity: A business entity’s ability to meet current liabilities on maturity date.
Shareholder’s Equity: Equity Assets over liabilities of company.
Total Assets Turnover: Sales divided by Average Total Assets.
Working Capital: The excess of Current Assets over Current Liabilities.
White Gerald I, “The analysis and use of financial statements”, John Wiley & Sons, New York 1998.
Helbert E.A., “Techniques of financial analysis”, Richard. D. Irwin, Homewood 911, 1972.
Horngreen, Sundem & Elliott, “Introduction to Financial Accounting”, Pearson Education, New Delhi, 2005.
I Fill in the blanks with opt terms
Answers
II State whether the following statements are True or False
Answers
1. True |
2. False |
3. True |
4. False |
5. True |
6. True |
7. False |
8. True |
9. False |
10. False |
11. False |
12. True |
13. True |
14. False |
15. True |
16. True |
17. True |
18. False |
19. True |
20. False |
III Choose the correct answer
Answers
1. The Current Assets of a company are Rs 1,26,000 and the Current Ratio is 3:2 and the value of inventories is Rs 2,000. Find out the Liquid Ratio.
Answer: 1.48:1
2. Inventory Turnover Ratio is 3 times sales are Rs 1,80,000. Opening Stock is Rs 2,000 more than the Closing Stock. Calculate the Opening and Closing Stock when goods are sold at 20% profit on cost.
Answer: Opening Stock: Rs 51,000
Closing Stock: Rs 49,000
3. A company had a Liquid Ratio of 1.5 and Current Ratio of 2 and Inventory Turnover Ratio 6 times. It had total Current Assets of Rs 8,00,000 in the year 2008. Find out the annual sales if goods are sold at 25% profit on cost.
Answer: Sales: Rs 15,00,000
4. A company earns a gross profit of 20% on cost. Its credit sales are thrice its cash sales. It credit sales are Rs 4,00,000. Calculate the Gross Profit Ratio of the company.
Answer: 16.67%
5. A company earns a gross profit of 25% on cost. Its credit sales are twice its cash sales. If the credit sales are Rs 8,00,000, compute the Gross Profit Ratio of the company.
Answer: 20%
6. Current Liabilities of a company are Rs 5,60,000, Current Ratio is 5:2, Quick Ratio is 2:1. Find the value of stock.
Answer: Rs 2,80,000
7. Calculate the Current Assets of a company from the following information:
Answer: Rs 1,00,000
8. X Ltd has a Liquid Ratio 7:3, value of stock is Rs 25,000 and its Current Liabilities Rs 75,000. Compute the Current Ratio.
Answer: 8:3
9. Cost of Goods Sold is Rs 2,00,000. Inventory Turnover is 8 times. Stock at the beginning is 1.5 times more than stock at the end. Compute the value of opening and closing stocks.
Answer: Opening Stock: Rs 20,000
Closing Stock: Rs 30,000
10. The ratio of Current Assets (Rs 6,00,000) to Current Liabilities (Rs 4,00,000] is 1.5:1. The accountant of the firm is interested in maintaining Current Ratio at 2:1 by paying off a part of Current Liabilities. Compute the Current Liabilities that should be paid off so as to maintain the Current Ratio at the level of 2:1.
Answer: Rs 2,00,000
11. Sales: Rs 4,00,000
Gross Profit: 25% on cost
Compute Gross Profit Ratio.
Answer: 20%
12. Rs 3,00,000 is the Cost of Goods Sold. Inventory Turnover is 8 times. Stock at the beginning is 2 times more than the stock at the end. Calculate the value of opening and closing stock.
Answer: Closing Stock: Rs 25,000
Opening Stock: Rs 50,000
13. Rs 4,00,000 is the Cost of Goods Sold. Inventory Turnover is 5 times. Stock at the beginning is 1.5 times more than the stock at the end. Calculate the values of opening and closing stock.
Answer: Opening Stock: Rs 25,000
Closing Stock: Rs 16,667
14. Compute the Gross Profit Ratio:
Sales: Rs 5,00,000; Gross Profit: 25% on cost
Answer: Gross Profit: Rs 1,00,000
Gross Profit Ratio: 20%
15. The Current Liabilities of a company are Rs 3,50,000. Its Current Ratio is 3 and Liquid Ratio is 1.75. Calculate (i) Current Assets (ii) Liquid Assets and (iii) Inventory
Answer:
16.
|
Rs |
Net Sales |
3,75,000 |
Cost of Goods Sold |
2,50,000 |
Current Liabilities |
1,20,000 |
Loan |
60,000 |
Current Assets |
4,25,000 |
Equity Share Capital |
1,90,000 |
Debentures |
75,000 |
From the above information calculate (i) Gross Profit Ratio (ii) Debt Equity Ratio and (iii) Working Capital Turnover Ratio.
Answer:
Turnover Ratio: 1.22 times
17. The Current Assets of a company are Rs 15,00,000. Its Current Ratio is 3.00 and Liquid Ratio is 1.25. Calculate the amount of (i) Current Liabilities (ii) Liquid Assets and (iii) Inventory.
Answer:
18. The Current Ratio of a company is 3.0 and its Liquid Ratio is 1.15. Its Current Liabilities are Rs 3,00,000. Compute (i) Current Assets (ii) Liquid Assets and (iii) Inventory.
Answer:
19. The Current Assets of a company are Rs 17,00,000. Its Current Ratio is 2.50 and Liquid Ratio is 0.95. Calculate (i) Current Liabilities (ii) Liquid Assets and (iii) Inventory.
Answer:
20. From the following details, compute (i) Gross Profit Ratio (ii) Stock Turnover Ratio and (iii) Operating Ratio:
|
Rs |
Sales |
1,50,000 |
Cost of Goods Sold |
1,20,000 |
Opening Stock |
29,000 |
Closing Stock |
31,000 |
Debtors |
16,000 |
Net Fixed Assets |
1,10,000 |
Answer:
21. From the following information, calculate (i) Current Ratio (ii) Quick Ratio and (iii) Working Capital Turnover Ratio:
|
Rs |
Sundry Debtors |
4,00,000 |
Stock |
1,60,000 |
Marketable Securities |
80,000 |
Cash |
1,20,000 |
Prepaid Expenses |
40,000 |
Bills Payable |
80,000 |
Sundry Creditors |
1,60,000 |
Debentures |
2,00,000 |
Expenses Payable |
1,60,000 |
Net Sales |
20,00,000 |
Answer:
22. From the particulars given below, calculate (i) Current Ratio (ii) Acid Test Ratio (iii) Working Capital Turnover Ratio:
|
Rs |
Fixed Assets |
1,00,000 |
Stock |
37,200 |
Debtors |
19,200 |
Cash |
39,600 |
Prepaid Expenses |
10,000 |
Creditors |
36,000 |
Bank Overdraft |
17,000 |
Reserves |
10,000 |
Net Sales |
31,800 |
Answer:
23.
Sales: Rs 2,00,000; G.P.: 25% on Cost; Operating Stock: 1/3rd of the value of closing stock; Closing Stock: 30% of Sales.
Answer:
24. From the given information, calculate the Stock Turnover Ratio:
Sales: Rs 2,00,000; G.P.: 25%; Opening Stock was 1/4th value of closing stock. Closing Stock was 20% of Sales.
Answer: 6 times
25. A business has a Current Ratio of 2:1 and a Quick Ratio of 1.2:1. Working Capital is Rs 1,50,000. Calculate Total Current Assets and Stock.
Answer:
26. On the basis of the particulars given below, calculate (i) Operating Ratio (ii) Liquid Ratio and (iii) Proprietary Ratio.
Cash Sales: Rs 3,00,000; Credit Sales: Rs 2,80,000; Sales Returns: Rs 20,000; Cost of Goods Sold: Rs 4,00,000; Selling and Distribution Expenses: Rs 7,000; Administrative Expenses: Rs 8,000; Current Liabilities: Rs 2,30,000; Current Assets: Rs 4,00,000; Closing Stock: Rs 40,000; Equity Share Capital: Rs 5,00,000; 8% Preference Share Capital: Rs 2,00,000; Fixed Assets: Rs 5,50,000.
Answer:
27. On the basis of the following information you are required to calculate (i) Operating Ratio (ii) Liquid Ratio and (iii) Proprietary Ratio. Cash Sales: Rs 4,00,000; Credit Sales: Rs 2,75,000; Sales Returns: Rs 27,000; Cost of Goods Sold: Rs 3,90,000; Selling and Distributive Expenses: Rs 7,000; Administrative Expenses: Rs 3,000; Current Liabilities: Rs 1,95,000; Current Assets: Rs 3,94,000; Closing Stock: Rs 23,000; Equity Share Capital: Rs 4,37,000; Preference Share Capital: Rs 1,74,000; Fixed Assets: Rs 4,30,000.
Answer:
Model 1: Current Ratio
28.
|
Rs |
Cash-in-hand |
2,50,000 |
Sundry Debtors |
1,50,000 |
Stock-in-trade |
2,00,000 |
Sundry Creditors |
2,00,000 |
Bills Payable |
1,00,000 |
|
Rs |
Stock |
30,000 |
Sundry Debtors |
20,000 |
Cash or Bank |
8,000 |
Bills Receivable |
15,000 |
Short-term Investments |
25,000 |
Prepaid Expenses |
2,000 |
Bank Overdraft |
15,000 |
Sundry Creditors |
20,000 |
Bills Payable |
10,000 |
Outstanding Expenses |
5,000 |
Answer:
Model 2: Liquid Ratio or Acid Test Ratio or Quick Ratio
29. Calculate Liquid Ratio from the following:
|
Rs |
Cash |
15,000 |
Bills Receivable |
20,000 |
Stock |
22,000 |
Creditors |
17,000 |
Outstanding Expenses |
2,000 |
|
Rs |
Debtors |
20,000 |
Short-term Investment |
20,000 |
Prepaid Expenses |
3,000 |
Bills Payable |
6,000 |
Answer: 47:26
30. Calculate Current Ratio and Liquid Ratio from the following balance sheet:
Balance Sheet of Swarna Ltd as on Mar 31, 2007
Answer:
Model 3: Absolute Liquid Ratio
31. Calculate Absolute Liquid Ratio.
|
Rs |
Cash-in-hand |
2,000 |
Cash at Bank |
3,000 |
Short-term Investments |
5,000 |
Current Liabilities |
30,000 |
Bank Overdraft |
10,000 |
Answer: 5:1
Model 4: Debt Equity Ratio
32. Calculate Debt Equity Ratio from the following:
|
Rs |
Debentures |
3,00,000 |
Loan from Banks |
2,00,000 |
Equity Share Capital |
1,75,000 |
Reserves and Surpluses |
75,000 |
Answer: 2:1
Model 5: Proprietary Ratio
33. Calculate Proprietary Ratio from the following:
|
Rs |
Equity Share Capital |
2,00,000 |
Preference Share Capital |
1,00,000 |
Reserves and Surpluses |
1,00,000 |
Machinery |
1,00,000 |
Goodwill |
40,000 |
Cash at Bank |
40,000 |
Stock |
60,000 |
Answer: 16.66%
34. Calculate Gross Profit Ratio from the following:
|
Rs |
Purchases |
3,15,000 |
Opening Stock |
15,000 |
Closing Stock |
30,000 |
Sales |
4,00,000 |
Answer: 25%
Model 7: Net Profit Ratio
35. Calculate Net Profit Ratio from the following:
|
Rs |
Net Profit |
50,000 |
Sales |
2,50,000 |
Answer: 20%
36. From the given data, calculate
|
Rs |
Sales |
6,00,000 |
Net Profit |
60,000 |
Current Liabilities |
60,000 |
Cost of Goods Sold |
4,00,000 |
Current Assets |
1,20,000 |
Answer:
Model 8: Operating Profit Ratio
37. From the following data, compute the Operating Profit Ratio:
|
Rs |
Net Profit |
2,00,000 |
Loss on Sale of Machine |
10,000 |
Profit on Sale of Investment |
40,000 |
Interest Paid on Loan |
40,000 |
Interest from Investments |
60,000 |
Sales |
3,00,000 |
Answer: 50%
38. Calculate Operating Profit Ratio from the following:
|
Rs |
Gross Profit |
1,50,000 |
Sales |
9,07,500 |
Operating Expenses |
60,000 |
Sales Return |
7,500 |
Answer: 10%
39. Calculate Operating Ratio from the following:
|
Rs |
Cost of Goods Sold |
4,50,000 |
Operating Expenses |
50,000 |
Sales |
10,12,500 |
Sales Returns |
12,500 |
Answer: 50%
40. From the following, calculate Operating Ratio:
|
Rs |
Cost of Goods Sold |
6,25,000 |
Operating Expenses |
75,000 |
Sales |
14,13,900 |
Sales Returns |
13,900 |
Answer: 50%
Model 10: Capital Turnover Ratio
41. Compute Capital Turnover Ratio, from the following:
|
Rs |
Cash Sales |
2,40,000 |
Credit Sales |
2,72,000 |
Sales Return |
12,000 |
Equity Share Capital |
1,00,000 |
Long-term Loan |
90,000 |
Reserves and Surpluses |
60,000 |
Answer: 2 Times
42. From the following, compute Capital Turnover Ratio:
|
Rs |
Cash Sales |
3,10,000 |
Credit Sales |
3,97,600 |
Sales Return |
7,600 |
Equity Share Capital |
2,00,000 |
Long-term Loan |
1,00,000 |
Reserves and Surpluses |
50,000 |
Answer: 2 Times
Model 11: Fixed Assets Turnover Ratio
43. Compute Fixed Assets Turnover Ratio from the following:
|
Rs |
Fixed Assets |
5,50,000 |
Depreciation on Fixed Assets |
50,000 |
Sales |
10,08,750 |
Sales Return |
8,750 |
Answer: 2 Times
44. Calculate Fixed Assets Turnover Ratio from the following:
|
Rs |
Sales |
16,19,875 |
Sales Return |
19,875 |
Fixed Assets |
4,60,000 |
Depreciation on Fixed Assets |
60,000 |
Answer: 4 Times
Model 12: Stock Turnover Ratio
45. Calculate Stock Turnover Ratio from the following:
|
Rs |
Cost of Goods Sold |
6,00,000 |
Opening Stock |
1,00,000 |
Closing Stock |
2,00,000 |
Answer: 4 Times
46. Compute Stock Turnover Ratio from the following:
|
Rs |
Sales |
4,50,000 |
Gross Profit |
50,000 |
Stock |
75,000 |
Answer: 5.3 Times
Model 13: Debtors Turnover Ratio
47. Calculate Debtors Turnover Ratio from the following data:
|
Rs |
Cash Sales |
60,000 |
Total Sales |
2,20,000 |
Debtors at the beginning of the year |
75,000 |
Debtors at the closing of the year |
85,000 |
Answer: 2 Times
48. Compute Debtors Turnover Ratio from the following:
|
Rs |
Total Sales |
12,50,000 |
Sales Return |
50,000 |
Opening Debtors |
1,05,000 |
Closing Debtors |
95,000 |
Answer: 12 Times
Model 14: Creditors Turnover Ratio
49. Compute Creditors Turnover Ratio from the following:
|
Rs |
Credit Purchases |
4,80,000 |
Opening Creditors |
55,000 |
Closing Creditors |
65,000 |
Answer: 8 Times
50. Compute Creditors Turnover Ratio from the following:
|
Rs |
Total Purchases |
2,05,000 |
Cash Purchases |
40,000 |
Purchases Return |
5,000 |
Opening Creditors |
55,000 |
Closing Creditors |
25,000 |
Answer: 4 Times
Model 15: Miscellaneous (Comprehensive) (Combination of Ratios)
51. From the following balance sheet, calculate Current Ratio and Proprietary Ratio: Balance Sheet of Felix Ltd as on Mar 31, 2007.
52. The following is the Profit and Loss Account of a company for the year ending Mar 31, 2007.
You are required to prepare
Answer:
53. From the following balance sheet of X Ltd, you are required to calculate
54. From the following, calculate
|
Rs |
Sales |
2,00,000 |
Gross Profit |
40,000 |
Administrative Expenses |
3,000 |
Selling Expenses |
2,000 |
Loss on Sale of Investments |
2,000 |
Dividend Received |
1,000 |
Net Profit |
30,000 |
Answer:
55. Following is the summarised Trading and Profit and Loss A/c for the year ending Mar 31, 2007 and the Balance Sheet as on that date:
Balance Sheet as on Mar 31, 2007
Calculate :
Answer:
56. Calculate the amount of Gross Profit:
Average Stock: Rs 50,000
Stock Turnover Ratio: 10 times
Selling Price: 20% above Cost
Answer: Rs 1,00,000
57. Calculate Cost of Goods Sold:
Sales: Rs 15,00,000; Sales Return: Rs 1,00,000
Operating Expenses: Rs 50,000; Operating Ratio = 90%
Answer: Rs 12,10,000
58. Calculate Opening Stock and Closing Stock:
Total Sales: Rs 10,00,000
Gross Profit: 20% on Sales
Stock Turnover Ratio: 5 times
Closing Stock is Rs 20,000 more than Opening Stock
Answer:
59. A trader carries an average stock of Rs 20,000. His Stock Turnover is 5 times. If he sells goods at a profit of 25% on sales, calculate the profit.
Answer: Rs 25,000
60. Debt collection period of X Ltd is 36 days. Sales affected during the year were Rs 5,00,000. Assuming 360 days in a year, calculate Debtors Turnover Ratio; Average Debtors; Debtors on Jan 01, 2006 and Dec 31, 2006, if the debtors at the end are Rs 20,000 more than those in the beginning.
Answer:
61. Current Liabilities are Rs 50,000; Liquid Ratio is 2:1; Current Ratio is 3:1. Calculate Quick Assets, Stock-in-trade and Current Assets.
Answer:
62. Calculate Return on Equity:
|
Rs |
Equity Share Capital |
1,50,000 |
10% Prof. Share Capital |
1,00,000 |
Reserves and Surpluses |
5,00,000 |
Net Profit after Tax |
2,10,000 |
Answer: 28%
63.
|
Rs |
Share Capital |
1,00,000 |
General Reserve |
50,000 |
12% Loan |
50,000 |
Sales for the year |
2,00,000 |
Tax paid |
10,000 |
Profit after Tax and Dividend |
20,000 |
From the above information, you are required to calculate:
Answer:
64. The following data relates to Shree Ltd.
|
2008 (Rs) |
2009 (Rs) |
Sales |
20,00,000 |
25,00,000 |
Cost of Goods Sold |
10,00,000 |
12,00,000 |
Gross Profit |
2,00,000 |
2,50,000 |
The Manager claims that he has worked more efficiently during the year 2006 because the Gross Profit has increased by Rs 50,000 and should be rewarded for his efficiency of service.
Give your opinion to the management to decide upon manager’s claim.
65. From the following information, comment on the efficiency of the working of the company:
2008 (Rs) | 2009 (Rs) | |
---|---|---|
Sales |
4,00,000 |
6,00,000 |
Cost of Goods Sold |
3,00,000 |
4,00,000 |
Gross Profit |
2,00,000 |
2,50,000 |
Operating Expenses |
50,000 |
1,00,000 |
Operating Profit |
1,00,000 |
1,00,000 |
3.141.7.186