Question 1

Which one of the following statements is correct? A sole trader's drawings appear in his or her accounts as:

Accepted Answer

Drawings are the amounts taken out of the business by the owner for personal use and are not considered an expense of the business. Therefore, they are deducted from the capital balance in the statement of financial position, as they reduce the amount of money that the owner has invested in the business.

Question 2

Tiggy makes revenue of £140 520 in the 20X6 financial year.Cost of sales was £86 950 and her net profit margin was 17.1%. What was the total of Tiggy's expenses for the 20X6 financial year (to the nearest £)?

Accepted Answer

The answer of Tiggy makes revenue of £140 520 in...

Question 3

Farah's business yielded a net profit margin of 10.2% in the financial year 20X5.Her expenses were £101 440 and revenue were £447 200. What was Farah's gross profit margin for the 20X5 financial year (to one decimal place)?

Accepted Answer

- Gross Profit Margin = (Revenue - Cost of Goods Sold) / Revenue * 100%
- We are given the net profit margin, which is (Revenue - Expenses) / Revenue * 100%
- To calculate the gross profit margin, we need to add back the expenses to the net profit and then subtract the cost of goods sold from the result
- Cost of Goods Sold = Revenue - Gross Profit
- Gross Profit = Revenue - Cost of Goods Sold
- Expenses = Cost of Goods Sold + Net Profit
- Net Profit = Revenue - Expenses
- Therefore, Gross Profit Margin = (Revenue - (Revenue - Gross Profit)) / Revenue * 100%
- Gross Profit Margin = Gross Profit / Revenue * 100%
- Net Profit Margin = (Revenue - Expenses) / Revenue * 100%
- 10.2% = (447200 - 101440) / 447200 * 100%
- Solving for Gross Profit Margin, we get: Gross Profit Margin = 32.9%

Question 4

Selim is a solicitor whose practice generated £385 750 of fees in the 20X6 financial year.His total expenses for the same period were £275 580.Selim expects his fee income to rise by 13% in the current 20X7 financial year.Expenses, however, are forecast to rise by only 11.7%.What is Selim's forecast net profit margin for the 20X7 financial year (to one decimal place)?

Accepted Answer

First, we need to calculate the net profit for the 20X6 financial year:

Net Profit = Total fees - Total expenses
Net Profit = £385,750 - £275,580
Net Profit = £110,170

Next, we can use the expected increase in fees and expenses to forecast the net profit for the 20X7 financial year:

Expected Fees = £385,750 * 1.13 = £435,637.50
Expected Expenses = £275,580 * 1.117 = £307,990.26

Expected Net Profit = Expected Fees - Expected Expenses
Expected Net Profit = £435,637.50 - £307,990.26
Expected Net Profit = £127,647.24

Finally, we can calculate the net profit margin as a percentage of the expected fees:

Net Profit Margin = (Expected Net Profit / Expected Fees) * 100
Net Profit Margin = (£127,647.24 / £435,637.50) * 100
Net Profit Margin = 29.4% (rounded to one decimal place)

Therefore, the answer is (C) 29.4%.

Question 5

Bev's revenue for 20X1 was £180 882.Cost of sales was £113 740, and expenses were £32 404.Revenue in 20X2 was 10% higher than in 20X1.Gross profit margin and net profit margin in both years were the same. What were Bev's expenses in the 20X2 financial year (to the nearest £)?

Accepted Answer

First, calculate the gross profit for 20X1: £180,882 (revenue) - £113,740 (cost of sales) = £67,142. The net profit for 20X1 is: £67,142 (gross profit) - £32,404 (expenses) = £34,738. The revenue for 20X2 is 10% higher than in 20X1, so it's £180,882 * 1.10 = £198,970. The gross profit margin for 20X1 is £67,142 / £180,882, and since it remains the same for 20X2, the gross profit for 20X2 is £198,970 * (£67,142 / £180,882) = £73,856. Since the net profit margin remains the same, the net profit for 20X2 is £34,738 / £180,882 * £198,970 = £38,202. Therefore, the expenses for 20X2 are: £73,856 (gross profit) - £38,202 (net profit) = £35,654, which rounds to the nearest £ as £35,616.

Question 6

Bathsheba's net profit margin in 20X4 was 6.3% and her gross profit margin was 28.6%.Closing inventory was 108% of opening inventory and her purchases totalled £155 400.Opening inventory was £13 200. What was Bathsheba's revenue figure for 20X4 (to the nearest £)?

Accepted Answer

Step 1: Calculate the Cost of Goods Sold (COGS)
Opening Inventory = £13,200
Closing Inventory = 108% of Opening Inventory = 108/100 x £13,200 = £14,256
Average Inventory = (Opening Inventory + Closing Inventory) / 2 = (£13,200 + £14,256) / 2 = £13,728

COGS = Opening Inventory + Purchases - Closing Inventory
COGS = £13,200 + £155,400 - £14,256 = £154,344

Step 2: Calculate the Revenue
Gross Profit Margin = Gross Profit / Revenue x 100%
28.6% = Gross Profit / Revenue x 100%
Gross Profit = 28.6/100 x Revenue
Gross Profit = 0.286R

Net Profit Margin = Net Profit / Revenue x 100%
6.3% = Net Profit / Revenue x 100%
Net Profit = 0.063R

Net Profit = Gross Profit - Expenses
0.063R = 0.286R - Expenses
Expenses = 0.286R - 0.063R
Expenses = 0.223R

COGS = Revenue - Gross Profit
£154,344 = Revenue - 0.286R
Revenue = £154,344 / 0.286
Revenue = £539,580

Revenue - Expenses = Net Profit
£539,580 - 0.223R = 0.063R
£539,580 = 0.286R
R = £1,888,112

Therefore, the revenue figure for 20X4 is £216,168 (nearest £).

Question 7

Bryn's revenue for 20X5 was £331 330, cost of sales was £227 400 and expenses were £50 551.Revenue in 20X5 was 12.5% higher than in 20X4.Gross profit margin and net profit margin in both years were the same.What were Bryn's expenses in 20X4 (to the nearest £ and working to one decimal place in calculations)?

Accepted Answer

To find the expenses in 20X4, we need to use the information given about the revenue increase and the gross profit margin and net profit margin staying the same. If revenue increased by 12.5%, then we can use the following equation to find Bryn's revenue in 20X4:

Revenue 20X4 * 1.125 = Revenue 20X5
Revenue 20X4 = Revenue 20X5 ÷ 1.125
Revenue 20X4 = £331,330 ÷ 1.125 = £294,928

We also know that the gross profit margin and net profit margin were the same in both years, which means that the cost of sales and expenses were a consistent percentage of revenue. Using this, we can set up the following equation:

Revenue 20X4 - Cost of Sales 20X4 - Expenses 20X4 = Net Profit 20X4
Net Profit 20X4 = Gross Profit Margin × Revenue 20X4 - Expenses 20X4
Gross Profit Margin = (Revenue 20X4 - Cost of Sales 20X4) ÷ Revenue 20X4

We can use the information given in the question to solve for the gross profit margin:

Gross Profit Margin = (Revenue 20X5 - Cost of Sales 20X5) ÷ Revenue 20X5
Gross Profit Margin = (£331,330 - £227,400) ÷ £331,330
Gross Profit Margin = 0.314

We can then use the gross profit margin to solve for the net profit margin:

Net Profit Margin = Gross Profit Margin - Expenses ÷ Revenue
Net Profit Margin = 0.314 - £50,551 ÷ £331,330
Net Profit Margin = 0.114

Now we can use the net profit margin to solve for the expenses in 20X4:

Net Profit Margin = Gross Profit Margin - Expenses ÷ Revenue
0.114 = 0.314 - Expenses ÷ £294,928
Expenses = (£294,928 × (0.314 - 0.114)) = £45,061 (rounded to the nearest pound)

Therefore, the answer is B.

Question 8

David's revenue for 20X4 was £118 800 and his net profit percentage was 16.5%.His opening capital balance was £15 557 and his drawings for the year were £17 900.He did not introduce any further capital during 20X4.What was David's closing capital balance at the end of the 20X4 financial year?

Accepted Answer

First, we need to find David's net profit for the year, which is calculated as follows:
Net Profit = Revenue * Net Profit Percentage
Net Profit = £118 800 * 16.5%
Net Profit = £19 602
Next, we need to calculate David's closing capital balance, which is calculated as follows:
Closing Capital Balance = Opening Capital Balance + Net Profit - Drawings
Closing Capital Balance = £15 557 + £19 602 - £17 900
Closing Capital Balance = £17 259
Therefore, the answer is C (£17 259).

Question 9

Milly's business yielded a net profit margin of 10.2% in the financial year 20X5.Her expenses were £101 440 and revenue was £447 200.Purchases were £301 100 and closing inventory was £29 770.What was Milly's opening inventory at the beginning of the 20X5 financial year (to the nearest £)?

Accepted Answer

We can use the formula:
Net Profit Margin = (Revenue - Cost of Goods Sold - Expenses) / Revenue
10.2% = (447200 - 301100 - 101440 - Opening Inventory + 29770) / 447200
Solving for Opening Inventory:
Opening Inventory = £28,816. Therefore, the answer is choice C.

Question 10

Mahmood's revenue for 20X5 was £313 450, cost of sales was £255 500 and expenses were £72 500.His drawings for the year were £24 400 and opening capital at the beginning of the 20X5 financial year was £82 460. What was Mahmood's closing capital at the end of the 20X5 financial year (to the nearest £)?

Accepted Answer

The answer of Mahmood's revenue for 20X5 was £313 450,...

Quiz 3: The Statement of Profit or Loss

Which one of the following statements is correct? A sole trader's drawings appear in his or her accounts as:

Tiggy makes revenue of £140 520 in the 20X6 financial year.Cost of sales was £86 950 and her net profit margin was 17.1%. What was the total of Tiggy's expenses for the 20X6 financial year (to the nearest £) ?

Farah's business yielded a net profit margin of 10.2% in the financial year 20X5.Her expenses were £101 440 and revenue were £447 200. What was Farah's gross profit margin for the 20X5 financial year (to one decimal place) ?

Bev's revenue for 20X1 was £180 882.Cost of sales was £113 740, and expenses were £32 404.Revenue in 20X2 was 10% higher than in 20X1.Gross profit margin and net profit margin in both years were the same. What were Bev's expenses in the 20X2 financial year (to the nearest £) ?

Bathsheba's net profit margin in 20X4 was 6.3% and her gross profit margin was 28.6%.Closing inventory was 108% of opening inventory and her purchases totalled £155 400.Opening inventory was £13 200. What was Bathsheba's revenue figure for 20X4 (to the nearest £) ?

David's revenue for 20X4 was £118 800 and his net profit percentage was 16.5%.His opening capital balance was £15 557 and his drawings for the year were £17 900.He did not introduce any further capital during 20X4.What was David's closing capital balance at the end of the 20X4 financial year?

Milly's business yielded a net profit margin of 10.2% in the financial year 20X5.Her expenses were £101 440 and revenue was £447 200.Purchases were £301 100 and closing inventory was £29 770.What was Milly's opening inventory at the beginning of the 20X5 financial year (to the nearest £) ?