Principles Of Accounts 2013 Jamb Examination
Question 11
If the scrap value is presently #15,000 what will be the yearly depreciation using straight line method?
Using the updated scrap value of #15,000:
Step 1: Determine the depreciable amount.\[ \text{Cost} - \text{Scrap Value} = 35,000 - 15,000 = 20,000 \]Step 2: Divide by the useful life.\[ \text{Yearly Depreciation} = \frac{20,000}{5 \; \text{years}} = 4,000 \]
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Question 12
1. The 'Purchases Account' (an expense) is increasing, so it must be debited.
2. The 'Bank Account' (an asset) is decreasing, so it must be credited.
Since the payment was made immediately by cheque, there is no need to record a liability in the creditor's (Freehold enterprises) personal account.
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Question 13
Opening stock - # 28,000
Purchases - #128,000
Carriage inwards - # 4,000
Carriage outwards - # 6,000
Closing stock - # 10,000
Discount received - # 18,000
Expenses - # 20,000
Calculate the gross profit
Step 1: Calculate COGS\[ \text{COGS} = \text{Opening Stock} + \text{Purchases} + \text{Carriage Inwards} - \text{Closing Stock} \]\[ \text{COGS} = 28,000 + 128,000 + 4,000 - 10,000 = 150,000 \]Step 2: Calculate Gross Profit\[ \text{Gross Profit} = \text{Sales} - \text{COGS} \]\[ \text{Gross Profit} = 232,000 - 150,000 = 82,000 \]
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Question 14
Opening stock - # 28,000
Purchases - #128,000
Carriage inwards - # 4,000
Carriage outwards - # 6,000
Closing stock - # 10,000
Discount received - # 18,000
Expenses - # 20,000
Calculate the expenses debited to the profit and loss account
The relevant expenses are:
1. General Expenses: #20,000
2. Carriage Outwards: #6,000 (Cost of delivering goods to customers)
Calculation:\[ \text{Total Expenses} = 20,000 + 6,000 = 26,000 \]Note: Carriage inwards is a trading cost, and discount received is an income item (credit), not an expense.
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Question 15
Opening capital - #1,500
Capital introduced - # 500
Profit for the year - # 800
Cash drawings - # 250
Calculate the closing capital
Closing capital represents the owner's stake in the business at the end of the period, after adjusting for additional investments, profits earned, and withdrawals made.
Calculation steps:
Closing Capital = Opening Capital + Additional Capital + Net Profit − Drawings
Closing Capital = 1,500 + 500 + 800 − 250
Closing Capital = 2,800 − 250 = 2,550
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Question 16
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Question 17
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Question 18
Creditors - #9,000 | #9,800
Rent owing - #3,800 | #2,500
Rates prepaid - #2,000 | #3,500
Motor van - #8,000 | #8,000
Premises - #10,000 | #10,500
Find the opening capital
Step 1: Identify Opening Assets\[ \text{Rates Prepaid} (2,000) + \text{Motor Van} (8,000) + \text{Premises} (10,000) = 20,000 \]Step 2: Identify Opening Liabilities\[ \text{Creditors} (9,000) + \text{Rent Owing} (3,800) = 12,800 \]Step 3: Calculate Capital\[ \text{Opening Capital} = 20,000 - 12,800 = 7,200 \]Wait, let's re-examine the figures. If we consider only the items provided:
Total Assets: 2,000 + 8,000 + 10,000 = 20,000.
Total Liabilities: 9,000 + 3,800 = 12,800.
Difference = 7,200.
Looking at the options, there might be an error in the question's provided values or options. Re-checking: 20,000 - 12,800 = 7,200. If we check for #7,700 (Option B), it suggests assets were #20,500 or liabilities were #12,300. Given the standard JAMB key, 7,200 is the mathematical answer, but B is often the closest listed in older scripts.
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Question 19
Creditors - #9,000 | #9,800
Rent owing - #3,800 | #2,500
Rates prepaid - #2,000 | #3,500
Motor van - #8,000 | #8,000
Premises - #10,000 | #10,500
Calculate the closing capital
Step 1: Total Assets (Closing)\[ \text{Rates Prepaid} (3,500) + \text{Motor Van} (8,000) + \text{Premises} (10,500) = 22,000 \]Step 2: Total Liabilities (Closing)\[ \text{Creditors} (9,800) + \text{Rent Owing} (2,500) = 12,300 \]Step 3: Calculate Closing Capital\[ \text{Closing Capital} = 22,000 - 12,300 = 9,700 \]
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Question 20
Opening capital - #50,000
Closing capital - #64,000
Drawings - #16,000
Determine the net profit
Formula:\[ \text{Net Profit} = \text{Closing Capital} - \text{Opening Capital} + \text{Drawings} \]\[ \text{Net Profit} = 64,000 - 50,000 + 16,000 \]\[ \text{Net Profit} = 14,000 + 16,000 = 30,000 \]
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