Solution for Q 131 to 140 of Chapter 4 of Book 3 - Analysis of Financial Statements of T S Grewal Class 12 Accountancy 2026-27 are given below. The Chapter name is Ratio Analysis class 12. These Solutions are based on topics Net assets turnover ratio, Profitability ratios which includes gross profit ratio,
Working notes are given with each solution. These help in understanding the steps and are also important for board exams as marks are given for steps.Debt equity ratio is a key ratio is finfing the long term solvency of any business and is critical business health parameter. A higher debt equity ratio is generally considered unhealthy for business as it indicates higher dependency on external funds and future solvency problems may arise.
These solutions are also useful for CA Foundation, CS Foundation and CMA Foundation students. The solutions will be helpful for students as well as teachers teaching class 12 accounts.
Question 131
| Step 1 |
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| Capital |
= |
Property, Plant and |
+ |
Working |
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| Employed |
Equipment |
Capital |
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= |
1000000 |
+ |
500000 |
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= |
1500000 |
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| Step 2 |
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| Lest the COGS be |
100 |
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| Gross Profit |
20 |
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| Revenue from Operations |
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120 |
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| Revenue from |
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= |
120 |
/ |
100 |
X |
5000000 |
| Operations |
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= |
6000000 |
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| Step 3 |
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| Net Assets |
= |
Revenue from |
/ |
Capital |
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| Turnover Ratio |
Operations |
Employed |
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= |
6000000 |
/ |
1500000 |
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= |
4 |
Times |
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▶ Video Solution: Coming Soon
Question 132
| Step 1 |
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| Capital |
= |
Shareholders |
+ |
Long Term |
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| Employed |
Funds |
Debts |
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= |
1000000 |
+ |
2000000 |
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= |
3000000 |
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| Step 2 |
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| Gross Profit |
= |
2000000 |
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| Cost of Revenue |
= |
100 |
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| GP |
= |
20 |
2000000 |
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| Revenue |
= |
120 |
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| Revenue |
= |
120/20*2000000 |
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| from Operations |
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12000000 |
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| Step 3 |
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| Net Assets |
= |
Revenue from |
/ |
Capital |
| Turnover Ratio |
Operations |
Employed |
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= |
12000000 |
/ |
3000000 |
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= |
4 |
Times |
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▶ Video Solution: Coming Soon
Question 133
| Step 1 |
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| Capital |
= |
Shareholder Funds |
+ |
Non Current Liabilities |
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| Employed |
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= |
1300000 |
+ |
500000 |
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= |
1800000 |
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OR |
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Non Current Assest + Current Assets - Current Liabilities |
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1300000 |
700000 |
200000 |
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1800000 |
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| Step 2 |
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| Revenue from |
= |
4500000 |
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| Operations |
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| Step 3 |
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| Net Assets |
= |
Revenue from |
/ |
Capital |
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| Turnover Ratio |
Operations |
Employed |
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= |
4500000 |
/ |
1800000 |
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= |
2.5 |
Times |
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| Net Fixed Assets |
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= |
1300000 |
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| Step 4 |
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| Fixed Assets |
= |
Revenue from |
/ |
Net Fixed |
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| Turnover ratio |
Operations |
Assets |
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= |
4500000 |
/ |
1300000 |
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= |
3.46 |
Times |
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▶ Video Solution: Coming Soon
Question 134
| Step 1 |
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| Gross |
= |
Gross profit |
/ |
Revenue from |
X |
100 |
| Profit Ratio |
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Operations |
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50000 |
/ |
500000 |
X |
100 |
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= |
10% |
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| Note : Sales return is already reduced while calculating revenue from operations |
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▶ Video Solution: Coming Soon
Question 135
| Step 1 |
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| Gross Profit |
= |
Net Sales |
- |
Cost of Goods Sold |
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600000 |
- |
540000 |
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= |
60000 |
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| Step 2 |
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| Gross Profit Ratio |
= |
Gross profit |
/ |
Revenue from |
X |
100 |
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Operations |
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60000 |
/ |
600000 |
X |
100 |
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= |
10% |
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▶ Video Solution: Coming Soon
Question 136
| Step 1 |
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| Gross Profit |
= |
25% of Cost |
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| Let the cost be Rs 100 |
| Gross Profit will be Rs 25 |
| Revenue will be Rs 125 |
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| Now we have to find Gross profit from revenue from operations |
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| So we keep Gross profit as numerator and Revenue |
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| form operations as denominator |
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| Revenue |
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Gross Profit |
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| 125 |
= |
25 |
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| 1 |
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25/125 |
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= |
25/125X400000 |
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= |
80000 |
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| Step 2 |
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| Gross |
= |
Gross profit |
/ |
Revenue from |
X |
100 |
| Profit Ratio |
Operations |
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80000 |
/ |
400000 |
X |
100 |
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= |
20% |
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▶ Video Solution: Coming Soon
Question 137
| Step 1 |
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| Can be solved either by taking total sales as x or by method of 100 |
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| Here we are doing assuming total sales to be x |
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| Let the total sales be x |
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| So, |
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| Cash Sales will be |
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20% of x |
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or |
0.2x |
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| Now, |
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| Total Sales |
- |
Cash Sales |
= |
Credit Sales |
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| x |
- |
0.2x |
= |
500000 |
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0.8x |
= |
500000 |
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x |
= |
500000 |
/ |
0.8 |
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= |
625000 |
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Total Sales |
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= |
625000 |
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| Step 2 |
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| Cost of |
= |
Opening |
+ |
Purchases |
- |
Closing |
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| Goods Sold |
Stock |
Stock |
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= |
Change in stock |
+ |
Purchases |
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Note : Change in Stock = Opening Stock - Closing Stock |
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In this question closing stock > Opening Stock |
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So Change in stock |
= |
-25000 |
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= |
-25000 |
+ |
400000 |
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= |
375000 |
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| Step 3 |
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| Gross Profit |
= |
Net Sales |
- |
Cost of Goods Sold |
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625000 |
- |
375000 |
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= |
250000 |
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| Step 2 |
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| Gross Profit Ratio |
= |
Gross profit |
/ |
Revenue from |
X |
100 |
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Operations |
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250000 |
/ |
625000 |
X |
100 |
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= |
40% |
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▶ Video Solution: Coming Soon
Question 138
| Step 1 |
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| If Credit sale |
4 |
Then |
Cash Sales |
1 |
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| If Credit sale |
1 |
Then |
Cash Sales |
1/4 |
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| If Credit sale |
1000000 |
Then |
Cash Sales |
1/4 X 1000000 |
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Cash Sales |
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= |
250000 |
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| Step 2 |
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| Total Sales |
= |
Credit sales |
+ |
Cash Sales |
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1000000 |
+ |
250000 |
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= |
1250000 |
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| Step 3 |
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| Cost of |
= |
Opening |
+ |
Net |
- |
Closing |
+ |
Direct |
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| goods Sold |
Stock |
Purchases |
Stock |
Expenses |
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or |
Opening |
- |
Closing |
+ |
Net |
+ |
Direct |
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Stock |
Stock |
Purchases |
Expenses |
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or |
Decrease |
+ |
Net |
+ |
Direct |
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in inventory |
Purchases |
Expenses |
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20000 |
+ |
580000 |
+ |
120000 |
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= |
720000 |
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| Step 4 |
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| Gross Profit |
= |
Net Sales |
- |
Cost of Goods Sold |
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1250000 |
- |
720000 |
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= |
530000 |
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| Step 5 |
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| Gross |
= |
Gross profit |
/ |
Revenue |
X |
100 |
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| Profit Ratio |
from Operations |
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530000 |
/ |
1250000 |
X |
100 |
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= |
42.4% |
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▶ Video Solution: Coming Soon
Question 139
| Step 1 |
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| Cost of |
= |
Opening |
+ |
Net |
- |
Closing |
+ |
Direct |
| goods Sold |
Stock |
Purchases |
Stock |
Expenses |
| |
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or |
Opening |
- |
Closing |
+ |
Net |
+ |
Direct |
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Stock |
Stock |
Purchases |
Expenses |
| |
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or |
Decrease in inventory |
+ |
Net |
+ |
Direct |
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Purchases |
Expenses |
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122000 |
+ |
380000 |
+ |
28000 |
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= |
530000 |
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| Note : |
Net |
= |
Cash |
+ |
Credit |
- |
Return |
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Purchases |
Purchase |
Purchase |
Outwards |
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40000 |
360000 |
20000 |
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= |
380000 |
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| Note : |
Direct |
= |
Carriage |
+ |
Wages |
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Expenses |
Inwards |
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8000 |
+ |
20000 |
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= |
28000 |
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| Step 2 |
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| Gross Profit |
= |
Revenue from |
- |
Cost of Goods Sold |
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Operations |
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1000000 |
- |
530000 |
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= |
470000 |
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| Step 3 |
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| Gross |
= |
Gross profit |
/ |
Revenue |
X |
100 |
| Profit Ratio |
from Operations |
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470000 |
/ |
1000000 |
X |
100 |
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= |
47% |
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▶ Video Solution: Coming Soon
Question 140
| Step 1 |
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| Average Inventory |
= |
(Opening Inventory |
+ |
Closing Inventory) |
/ |
2 |
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= |
200000 |
+ |
120000 |
/ |
2 |
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= |
160000 |
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| Step 2 |
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| Inventory |
= |
Cost of |
/ |
Average |
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| Turnover Ratio |
Goods Sold |
Inventory |
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| 8 |
x |
/ |
160000 |
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| Cost of |
= |
Inventory Turnover Ratio |
X |
Average Inventory |
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| Goods Sold |
8 |
160000 |
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= |
1280000 |
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| Step 3 |
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| Now, |
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| Selling price is 25% above cost |
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| So, Gross Profit will be |
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| 25% of cost of goods sold will be |
Cost of Goods Sold |
X |
25% |
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1280000 |
X |
25% |
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= |
320000 |
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| Next, |
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| Sales |
= |
Cost of Goods Sold |
+ |
Gross Profit |
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|
1280000 |
+ |
320000 |
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= |
1600000 |
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| Step 4 |
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| Gross |
= |
Gross profit |
/ |
Revenue from |
X |
100 |
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| Profit Ratio |
Operations |
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|
320000 |
/ |
1600000 |
X |
100 |
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= |
20% |
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▶ Video Solution: Coming Soon