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Question
The spreadsheet below shows the sales of Jupiter Ltd. made by four salesmen in the four quarters of the financial year 2022-23:
| A | B | C | D | E | F | G | |
| 1 | Sales in ₹ | ||||||
| 2 | Salesman No. | Qtr 1 | Qtr 2 | Qtr 3 | Qtr 4 | Total Sales | Commission @ 10% of sales (₹) |
| 3 | S1 | 6,000 | 7,000 | ?? | 9,000 | ||
| 4 | S2 | 8,000 | 9,000 | 8,200 | 8,500 | 33,700 | |
| 5 | S3 | 9,600 | 8,400 | 9,200 | 9,500 | 36,700 | ?? |
| 6 | S4 | ?? | 7,600 | 8,000 | 12,000 | ||
| 7 | Total | ||||||
Based on the above transactions and the information given in the spreadsheet, answer the following question:
- Write the formula to calculate the cost of the goods sold by Salesman No. S2 in Qtr 2, if he had sold the goods at a profit of 10% of the sales.
- Write the formula to calculate the sales made by Salesman No. S2 in Qtr 3 in cell D3, if he had sold the goods at a profit of 10% of the cost.
- In Qtr 1, Salesman No. S4 sold goods costing ₹ 8,800 at a loss of 10% of the sales. What is the selling price of the goods in cell B6.
- The company gives a commission of 10% on its total sales. Write the formula to calculate the commission earned by Salesman No. S3 in cell G5.
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Solution
1.
Given: Profit = 10% of sales.
S2 in QTR S.P = 9,000
Profit = Selling price − Cost price ...(formula)
Substituting the profit percentage,
0.10 × S.P = S.P − C.P
Rearranging the formula to solve for CP.
C.P = S.P − 0.10 × S.P
C.P = 0.90 × S.P
Now, C.P = 0.90 × 9,000
∴ C.P = ₹ 8,100
The cost of the goods sold by Salesman No. S2 in Qtr 2, if he had sold the goods at a profit of 10% of the sales, is ₹ 8,100.
2.
Given: Profit = 10% of cost
Qtr 1: ₹8,000
Qtr 2: ₹9,000
Qtr 4: ₹8,500
Total given sales = 8,000 + 9,000 + 8,500
= 25,500
Now, Subtract this from the total sales for the year to find the sales for Qtr 3:
Sales in Qtr 3 = 33,700 − 25,500 = 8,200
∴ The sales made by Salesman No. S2 in Qtr 3, if he had sold the goods at a profit of 10% of the cost, is ₹8,200.
3.
Given: Loss = 10% of sales
Cost price = Selling price − Loss ...(formula)
Since, L = 0.10 × S.P, we can substitute this into the equation:
C.P = S.P − 0.10 × S.P
8,800 = S.P − 0.10 × S.P
8,800 = 0.90 × S.P
∴ S.P = `"8,800"/"0.90"`
= 9777.78
Thus, the selling price of the goods in cell B6 for Salesman No. S4 in Qtr 1 is ₹9,778.
4.
Given: Total sales of Salesman No. S3 = 36,700
Commission = Total sales × 10% ...(formula)
= 36,700 × 0.10
∴ Commission = 3,670
To place this in cell G5, you would use the formula:
Cell G5 = 36,700 × 0.10
Thus, the commission earned by Salesman No. S3 is ₹3,670.
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