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To find the revenue, we first calculate the cost of goods actually sold to customers:

1. Calculate the cost of goods available for sale:
\(\text{Opening Inventory} + \text{Purchases} = \$24,000 + \$150,000 = \$174,000\)

2. Deduct the closing inventory:
\(\$174,000 - \$28,000 = \$146,000\)

3. Deduct the cost of stolen goods, as they were not sold to customers:
\(\$146,000 - \$4,000 = \$142,000\)

Note: The insurance claim and trade payables are distractors and do not affect the calculation of goods actually sold.

4. Calculate the sales revenue using the 25% mark-up on cost:
\(\text{Revenue} = \$142,000 \times 1.25 = \$177,500\)

1 mark for the correct answer A.
- Award 1 mark for calculating the correct cost of goods sold of $142,000 and applying the 25% mark-up to get $177,500.
- Reject B (did not deduct the stolen goods from cost of sales).
- Reject C (deducted the insurance settlement value of $3,000 instead of the cost of stolen goods).
- Reject D (cost of sales value only).

1. Determine the adjusted bank/cash balance starting from the bank statement:
\(\text{Bank statement balance} = -\$8,500\) (overdraft)
\(\text{Add: Uncredited deposits} = +\$3,200\)
\(\text{Less: Unpresented cheques} = -\$4,900\)
\(\text{Adjusted bank balance} = -\$8,500 + \$3,200 - \$4,900 = -\$10,200\) (overdraft of $10,200)

2. Reconstruct the unadjusted cash book balance:
\(\text{Unadjusted cash book balance} - \$150\text{ (charges)} - \$400\text{ (direct debits)} = -\$10,200\)
\(\text{Unadjusted cash book balance} = -\$10,200 + \$150 + \$400 = -\$9,650\) (overdraft, which is a credit balance)

1 mark for the correct answer A.
- Award 1 mark for the correct adjusted bank balance calculation ($10,200 overdraft) and reversing cash book adjustments to find the credit balance of $9,650.
- Reject B (identifies the overdraft as a debit balance).
- Reject C and D (calculated by incorrect addition/subtraction of bank charges and direct debits).

To maximize profit when a resource is limited, products should be ranked by their contribution per unit of the limiting factor (machine hours):

1. Calculate the contribution per unit:
- Product X: \(\$50 - \$28 = \$22\)
- Product Y: \(\$60 - \$36 = \$24\)
- Product Z: \(\$40 - \$20 = \$20\)

2. Calculate the contribution per machine hour:
- Product X: \(\$22 / 2.0 = \$11.00\)
- Product Y: \(\$24 / 3.0 = \$8.00\)
- Product Z: \(\$20 / 1.6 = \$12.50\)

3. Rank the products (highest to lowest contribution per hour):
- 1st: Product Z ($12.50)
- 2nd: Product X ($11.00)
- 3rd: Product Y ($8.00)

Thus, the priority order is Z, X, Y.

1 mark for the correct answer A.
- Award 1 mark for identifying limiting factor analysis, calculating correct contribution per machine hour for each product, and ranking them accordingly.
- Reject B (ranks by contribution per unit/selling price instead of limiting factor).
- Reject C and D (incorrect rankings).

1. Determine original number of shares:
\(\text{Original shares} = \$300,000 / \$0.50 = 600,000\text{ shares}\)

2. Process the rights issue:
- Rights shares issued: \(600,000 \times 1/5 = 120,000\text{ shares}\)
- Nominal value: \(120,000 \times \$0.50 = \$60,000\)
- Share premium per share: \(\$1.20 - \$0.50 = \$0.70\)
- Share premium added: \(120,000 \times \$0.70 = \$84,000\)
- Total share premium before bonus issue: \(\$80,000 + \$84,000 = \$164,000\)
- Total shares after rights issue: \(600,000 + 120,000 = 720,000\text{ shares}\)

3. Process the bonus issue:
- Bonus shares issued: \(720,000 \times 1/10 = 72,000\text{ shares}\)
- Nominal value of bonus shares: \(72,000 \times \$0.50 = \$36,000\)
- Premium used: \(\$36,000\)

4. Calculate final share premium balance:
\(\$164,000 - \$36,000 = \$128,000\)

1 mark for the correct answer A.
- Award 1 mark for finding the correct number of post-rights shares (720,000), calculating the correct premium additions ($84,000) and bonus deductions ($36,000).
- Reject B (calculated the bonus issue based only on the original 600,000 shares).
- Reject C (failed to use the correct nominal share value of $0.50 for the calculations).
- Reject D (premium balance before the bonus issue adjustment).

1. Calculate the predetermined overhead absorption rate (OAR):
\(\text{OAR} = \frac{\text{Budgeted Overheads}}{\text{Budgeted Machine Hours}} = \frac{\$180,000}{15,000\text{ hours}} = \$12\text{ per machine hour}\)

2. Calculate the overheads absorbed:
\(\text{Absorbed Overheads} = \text{Actual Machine Hours} \times \text{OAR} = 15,500 \times \$12 = \$186,000\)

3. Calculate the under/over absorption:
\(\text{Under/Over Absorption} = \text{Absorbed Overheads} - \text{Actual Overheads}\)
\(\$186,000 - \$192,000 = -\$6,000\) (under-absorbed because absorbed overhead is less than actual cost incurred)

1 mark for the correct answer A.
- Award 1 mark for calculating the OAR of $12, the absorbed overheads of $186,000, and recognizing a $6,000 under-absorption.
- Reject B (confuses under with over absorption).
- Reject C and D (calculated the difference between budgeted and actual overheads without using the absorption rate on actual hours).

1. Identify the total profit to be appropriated: \(\$92,000\)

2. Deduct partners' salary and interest on capital:
- L's salary: \(\$15,000\)
- L's interest on capital: \(5\% \times \$80,000 = \$4,000\)
- M's interest on capital: \(5\% \times \$60,000 = \$3,000\)
- Total deductions: \(\$15,000 + \$4,000 + \$3,000 = \$22,000\)

3. Calculate residual profit:
\(\$92,000 - \$22,000 = \$70,000\)

4. Allocate residual profit according to ratio (3:2):
- M's share: \(2/5 \times \$70,000 = \$28,000\)

5. Calculate total amount credited to M:
\(\text{Interest on capital} + \text{Share of profit} = \$3,000 + \$28,000 = \$31,000\)

Note: Drawings are debited to the current account and do not form part of the profit share/appropriation credits.

1 mark for the correct answer A.
- Award 1 mark for calculating the correct residual profit of $70,000, M's share of residual profit of $28,000, and adding M's interest on capital of $3,000.
- Reject B (subtracted M's drawings of $15,000 from the share of profit).
- Reject C (residual profit share only, without interest on capital).
- Reject D (calculated M's share of the unadjusted $92,000 profit directly without adjustments).

1. Calculate depreciation for 2021:
\(\text{Depreciation} = 20\% \times \$40,000 = \$8,000\)
\(\text{Carrying value at 31 Dec 2021} = \$40,000 - \$8,000 = \$32,000\)

2. Calculate depreciation for 2022:
\(\text{Depreciation} = 20\% \times \$32,000 = \$6,400\)
\(\text{Carrying value at 31 Dec 2022} = \$32,000 - \$6,400 = \$25,600\)

3. Determine depreciation for 2023:
Under the company's policy, no depreciation is charged in the year of disposal. Thus, carrying value at disposal is \(\$25,600\).

4. Calculate profit or loss on disposal:
\(\text{Profit/Loss} = \text{Disposal Proceeds} - \text{Carrying Value}\)
\(\$22,000 - \$25,600 = -\$3,600\) (Loss of $3,600)

1 mark for the correct answer A.
- Award 1 mark for correctly applying reducing balance depreciation over 2 years, identifying the correct carrying value of $25,600, and calculating a loss on disposal of $3,600.
- Reject B (calculated a profit of $3,600 instead of a loss).
- Reject C (calculated straight-line depreciation).
- Reject D (incorrectly charged partial-year depreciation for 2023).

We can use the High-Low method, but we must select activity levels that share the same level of total fixed costs, or adjust for the stepped increase.

Since both 4,000 units and 6,000 units are below the 7,000-unit threshold, fixed costs are identical at these two levels.

1. Calculate variable cost per unit:
\(\text{Variable Cost per Unit} = \frac{\text{Difference in Cost}}{\text{Difference in Units}}\@ \frac{\$49,000 - \$38,000}{6,000 - 4,000} = \frac{\$11,000}{2,000} = \$5.50\text{ per unit}\)

2. Verification at 8,000 units:
- Base fixed costs = \(\$38,000 - (4,000 \times \$5.50) = \$16,000\)
- Fixed costs above 7,000 units = \(\$16,000 + \$4,000 = \$20,000\)
- Total cost at 8,000 units = \(\$20,000 + (8,000 \times \$5.50) = \$64,000\) (Matches exactly!)

1 mark for the correct answer A.
- Award 1 mark for identifying the correct activity levels below the stepped threshold and calculating the variable cost per unit as $5.50.
- Reject B (incorrectly calculated by comparing 4,000 and 8,000 units without adjusting for the stepped fixed cost).
- Reject C (incorrectly calculated by comparing 6,000 and 8,000 units without adjusting for the stepped fixed cost).
- Reject D (incorrect distractor).

To correct the gross profit: 1. Cost of drawings of inventory ($1,200) must be credited to purchases. This reduces the cost of sales, increasing gross profit by $1,200. 2. The sale or return transaction must be reversed. Sales revenue decreases by $4,500 and closing inventory increases by $3,000 (at cost). The net effect of this reversal on gross profit is a decrease of $1,500 ($4,500 - $3,000). Corrected Gross Profit = $85,000 + $1,200 - $1,500 = $84,700.

1 mark for the correct option. Award 1 mark for the correct calculation: Draft gross profit $85,000 + drawings adjustment $1,200 - sales return adjustment $1,500 = $84,700.

The sales ledger control account is updated for items completely omitted from the books. The credit note of $650 was completely omitted, so it must be credited to the sales ledger control account. Corrected sales ledger control account balance = $43,250 - $650 = $42,600. (Note: The list of customer balances also reconciles to this: $44,100 - $700 correction for debit/credit swap - $150 unposted discount - $650 credit note = $42,600).

1 mark for the correct option. Award 1 mark for subtracting the omitted credit note of $650 from the draft control account balance of $43,250 to get $42,600.

1. Initial shares = $300,000 / $0.50 = 600,000 shares. 2. Rights issue = 600,000 / 5 = 120,000 shares. Premium per share = $0.75 - $0.50 = $0.25. Increase in share premium = 120,000 * $0.25 = $30,000. Subtotal share premium = $80,000 + $30,000 = $110,000. 3. Total shares after rights issue = 720,000 shares. 4. Bonus issue = 720,000 / 10 = 72,000 shares. Nominal value of bonus shares = 72,000 * $0.50 = $36,000. This is funded from share premium. Final share premium = $110,000 - $36,000 = $74,000.

1 mark for the correct option. Award 1 mark for adding the rights premium ($30,000) and subtracting the bonus share nominal cost ($36,000) from the initial share premium ($80,000).

1. Calculate contribution per unit: Product X = $25 - ($6 + $8 + $3) = $8. Product Y = $30 - ($9 + $6 + $5) = $10. 2. Calculate material weight: Product X = $6 / $3 per kg = 2 kg. Product Y = $9 / $3 per kg = 3 kg. 3. Calculate contribution per kg: Product X = $8 / 2 kg = $4.00. Product Y = $10 / 3 kg = $3.33.

1 mark for the correct option. Award 1 mark for calculating contribution per unit and dividing by material weight in kilograms for both products.

1. Predetermined overhead absorption rate = $180,000 / 45,000 hours = $4.00 per hour. 2. Absorbed overheads = 47,000 hours * $4.00 = $188,000. 3. Actual overheads = $192,000. 4. Over/under absorption = Absorbed - Actual = $188,000 - $192,000 = -$4,000 (under-absorbed).

1 mark for the correct option. Award 1 mark for finding the rate of $4.00, multiplying by actual hours to get $188,000, and identifying the $4,000 under-absorption.

1. Cost = $40,000. 2. Depreciation 2021 = 20% * $40,000 = $8,000. NBV = $32,000. 3. Depreciation 2022 = 20% * $32,000 = $6,400. NBV = $25,600. 4. Depreciation 2023 = $0 (policy of no depreciation in year of disposal). 5. NBV at disposal = $25,600. 6. Loss on disposal = NBV - part-exchange allowance = $25,600 - $22,000 = $3,600 loss.

1 mark for the correct option. Award 1 mark for calculating correct NBV of $25,600 and comparing with the part-exchange value of $22,000 to find the loss of $3,600.

1. Interest on Capital: X = 5% of $80,000 = $4,000; Y = 5% of $50,000 = $2,500. Total = $6,500. 2. Salary to Y = $12,000. 3. Residual profit = $65,000 - $6,500 - $12,000 = $46,500. 4. X's share of residual profit = 3/5 * $46,500 = $27,900. 5. X's total share = Interest ($4,000) + Share of profit ($27,900) = $31,900.

1 mark for the correct option. Award 1 mark for calculating residual profit of $46,500, allocating 60% to X ($27,900), and adding X's interest on capital ($4,000).

Purchasing inventory on credit increases both current assets (inventory) and current liabilities by the same amount. Since the current ratio is greater than 1, adding an equal amount to the numerator and denominator decreases the ratio. Purchasing inventory on credit does not change quick assets (liquid assets), but increases current liabilities, so the liquid ratio decreases.

1 mark for the correct option. Award 1 mark for correctly identifying that both the current ratio and the liquid ratio will decrease.

First, calculate the budgeted overhead absorption rate (OAR):
$$\text{OAR} = \frac{\$120,000}{15,000\text{ hours}} = \$8\text{ per direct labour hour}$$

Next, calculate the overheads absorbed using actual hours worked:
$$\text{Overheads absorbed} = 16,400\text{ hours} \times \$8 = \$131,200$$

Finally, compare the absorbed overheads with the actual overheads incurred:
$$\text{Overheads absorbed} = \$131,200$$
$$\text{Actual overheads incurred} = \$126,000$$

Since absorbed overheads exceed actual overheads incurred, overheads are over-absorbed:
$$\$131,200 - \$126,000 = \$5,200\text{ over-absorbed}$$

1 mark for the correct calculation of over-absorbed overheads of $5,200. Award 0 marks for under-absorbed or incorrect calculation of overhead values.

First, we must update the cash book balance for items not yet recorded or recorded incorrectly:
$$\text{Draft debit balance} = \$1,420$$
$$\text{Less: Bank charges} = (\$50)$$
$$\text{Less: Error in supplier cheque } (\$210 - \$120) = (\$90)$$
$$\text{Adjusted cash book balance} = \$1,420 - \$50 - \$90 = \$1,280\text{ (debit)}$$

Next, perform the bank reconciliation to find the bank statement balance ($$X$$):
$$\text{Bank statement balance} + \text{Outstanding lodgements} - \text{Unpresented cheques} = \text{Adjusted cash book balance}$$
$$X + \$620 - \$450 = \$1,280$$
$$X + \$170 = \$1,280$$
$$X = \$1,110$$

1 mark for the correct calculation of the bank statement balance of $1,110.

1. Calculate the standard Cost of Goods Sold (COGS) based on the 25% gross margin:
$$\text{COGS} = \text{Sales} \times (1 - \text{Margin}) = \$240,000 \times 0.75 = \$180,000$$

2. Calculate the expected closing inventory based on cost of goods available for sale:
$$\text{Expected Closing Inventory} = \text{Opening Inventory} + \text{Purchases} - \text{COGS}$$
$$\text{Expected Closing Inventory} = \$34,000 + \$192,000 - \$180,000 = \$46,000$$

3. Calculate the cost of the stolen inventory by comparing expected and actual closing inventory:
$$\text{Cost of stolen inventory} = \text{Expected Closing Inventory} - \text{Actual Closing Inventory}$$
$$\text{Cost of stolen inventory} = \$46,000 - \$28,000 = \$18,000$$

1 mark for the correct calculation of the cost of stolen inventory of $18,000.

First, calculate the contribution per unit for each product:
- Product X: $50 - $32 = $18 per unit
- Product Y: $70 - $40 = $30 per unit

Next, calculate the contribution per machine hour (limiting factor):
- Product X: $18 / 2 hours = $9 per machine hour
- Product Y: $30 / 3 hours = $10 per machine hour

Rank the products by contribution per hour:
1. Product Y ($10 per hour)
2. Product X ($9 per hour)

Allocate the 4,000 available machine hours to satisfy demand of the higher-ranking product first:
- Product Y: 1,000 units demand * 3 hours per unit = 3,000 hours required. This is fully satisfied, generating 1,000 units * $30 = $30,000 contribution.
- Remaining hours = 4,000 - 3,000 = 1,000 hours.
- Allocate remaining hours to Product X: 1,000 hours / 2 hours per unit = 500 units. This is within the maximum demand of 1,200 units. Contribution generated = 500 units * $18 = $9,000.

Total maximum contribution = $30,000 + $9,000 = $39,000.

1 mark for calculating the correct maximum monthly contribution of $39,000.

1. Determine opening number of ordinary shares:
$$\text{Opening shares} = \frac{\$200,000}{\$0.50} = 400,000\text{ shares}$$

2. Calculate rights issue on 1 March (1-for-4 at $0.80 per share):
$$\text{New shares} = \frac{400,000}{4} = 100,000\text{ shares}$$
$$\text{Nominal value} = 100,000 \times \$0.50 = \$50,000$$
$$\text{Share premium} = 100,000 \times (\$0.80 - \$0.50) = \$30,000$$
$$\text{Cumulative share premium balance} = \$80,000 + \$30,000 = \$110,000$$
$$\text{Total ordinary shares now in issue} = 400,000 + 100,000 = 500,000\text{ shares}$$

3. Calculate bonus issue on 1 September (1-for-5 on 500,000 shares):
$$\text{Bonus shares} = \frac{500,000}{5} = 100,000\text{ shares}$$
$$\text{Nominal value of bonus shares} = 100,000 \times \$0.50 = \$50,000$$

Funding the bonus issue from the share premium account reduces share premium by $50,000:
$$\text{New share premium balance} = \$110,000 - \$50,000 = \$60,000$$

4. The dividend of $0.05 per share paid on 1 December is funded from retained earnings and does not impact the share premium account.

Therefore, the share premium account balance at 31 December 2023 is $60,000.

1 mark for the correct calculation of the final share premium balance of $60,000.

1. Calculate depreciation for Year 1 (2021):
$$\text{Depreciation} = 20\% \times \$80,000 = \$16,000$$
$$\text{Carrying value at 31 December 2021} = \$80,000 - \$16,000 = \$64,000$$

2. Calculate depreciation for Year 2 (2022):
$$\text{Depreciation} = 20\% \times \$64,000 = \$12,800$$
$$\text{Carrying value at 31 December 2022} = \$64,000 - \$12,800 = \$51,200$$

3. Calculate depreciation for Year 3 (2023, year of disposal):
Under the company policy, no depreciation is charged in the year of disposal.
Carrying value at the date of disposal = carrying value at 31 December 2022 = $51,200.

4. Calculate the profit or loss on disposal:
$$\text{Profit / (Loss) on disposal} = \text{Sale proceeds} - \text{Carrying value}$$
$$\text{Profit / (Loss) on disposal} = \$42,000 - \$51,200 = -\$9,200\text{ (a loss of }\$9,200\text{)}$$

1 mark for the correct identification and calculation of a loss on disposal of $9,200.

**Part (a) George - Statement of Profit or Loss for the year ended 31 December 2023**

\begin{tabular}{|l|r|r|}
\hline
\textbf{} & \textbf{$} & \textbf{$} \\
\hline
\textbf{Revenue} & & 420,000 \\
\textbf{Less: Cost of Sales} & & \\
Opening inventory & 34,000 & \\
Purchases & 250,000 & \\
\hline
Total Goods Available & 284,000 & \\
Less: Closing inventory (W1) & (37,200) & (246,800) \\
\hline
\textbf{Gross Profit} & & \textbf{173,200} \\
\textbf{Less: Expenses} & & \\
Rent and rates (W2) & 16,500 & \\
Electricity and water (W3) & 10,000 & \\
Bad debt written off & 2,000 & \\
Increase in provision for doubtful debts (W4) & 400 & \\
General expenses & 15,600 & \\
Depreciation - Motor vehicles (W5) & 7,200 & \\
Depreciation - Equipment (W6) & 4,000 & (55,700) \\
\hline
\textbf{Profit for the year} & & \textbf{117,500} \\
\hline
\end{tabular}

**Workings:**
* **W1: Closing Inventory Valuation**
* Cost of undamaged items: $38,500 - $4,000 = $34,500
* Net Realisable Value (NRV) of damaged items: Expected selling price ($3,500) - Repair costs ($800) = $2,700
* Since NRV ($2,700) is lower than cost ($4,000), these items must be valued at NRV.
* Adjusted Closing Inventory = $34,500 + $2,700 = $37,200
* **W2: Rent and Rates**
* Paid: $18,000 - Prepaid: $1,500 = $16,500
* **W3: Electricity and Water**
* Paid: $9,200 + Accrued: $800 = $10,000
* **W4: Provision for Doubtful Debts**
* Remaining Receivables = $58,000 - $2,000 = $56,000
* Required Provision = 5\% of $56,000 = $2,800
* Increase in Provision = New Provision ($2,800) - Old Provision ($2,400) = $400
* **W5: Depreciation - Motor Vehicles**
* Net Book Value = $60,000 - $24,000 = $36,000
* Charge = 20\% of $36,000 = $7,200
* **W6: Depreciation - Equipment**
* Charge = 10\% of $40,000 = $4,000

---

**Part (b) Evaluation and Advice**

* **Application of IAS 2 (Inventory):** IAS 2 states that inventory must be valued at the lower of cost and net realisable value (NRV).
* For the damaged items, the cost is $4,000, but the NRV is only $2,700 ($3,500 selling price - $800 repair costs).
* Therefore, according to international standards, these items must be written down by $1,300 (from $4,000 to $2,700).
* **The Prudence Concept:** Prudence ensures that financial statements present a realistic, not overly optimistic view of the business.
* It dictates that profits and assets should not be overstated, and liabilities and expenses should not be understated.
* Holding the inventory at $4,000 when it is only realistically worth $2,700 would overstate the current assets on the Statement of Financial Position and overstate the profit for the year on the Statement of Profit or Loss.
* **Consequences of George's Proposal:**
* If George keeps inventory at cost, he will mislead users of his financial statements (e.g., banks, tax authorities).
* He would be anticipating a profit that does not exist, which can lead to excessive cash withdrawals (drawings) based on unrealised profits, hurting business liquidity.
* **Conclusion/Advice:** George must reject his proposal. He must apply prudence and IAS 2, valuing the inventory at the adjusted figure of $37,200.

**Part (a) Statement of Profit or Loss (20 marks total):**
* Revenue: $420,000 [1 mark]
* Opening inventory: $34,000 [1 mark]
* Purchases: $250,000 [1 mark]
* Closing inventory adjustment working (W1): [3 marks]
* 1 mark for calculating NRV of damaged inventory as $2,700
* 1 mark for total closing inventory of $37,200
* 1 mark for correctly subtracting closing inventory from cost of sales
* Gross Profit: $173,200 [1 mark - Own Figure (OF)]
* Rent and rates: $16,500 [2 marks] (1 mark for showing $18,000 - $1,500)
* Electricity and water: $10,000 [2 marks] (1 mark for showing $9,200 + $800)
* Bad debt written off: $2,000 [1 mark]
* Increase in provision for doubtful debts: [3 marks]
* 1 mark for adjusting receivables to $56,000
* 1 mark for calculating new provision as $2,800
* 1 mark for net increase of $400 in expenses
* General expenses: $15,600 [1 mark]
* Depreciation - Motor vehicles: [2 marks]
* 1 mark for Net Book Value of $36,000
* 1 mark for 20\% charge of $7,200
* Depreciation - Equipment: $4,000 [1 mark]
* Profit for the year: $117,500 [1 mark - OF]

**Part (b) Advice and Evaluation (10 marks total):**
* State and define the Prudence concept (assets/revenues not overstated, liabilities/expenses not understated; write off expected losses immediately) [2 marks]
* State the IAS 2 rule (inventory valued at the lower of cost and NRV) [1 mark]
* Apply IAS 2 to the scenario: show calculations for cost ($4,000) vs NRV ($2,700), identifying a write-down of $1,300 is needed [2 marks]
* Explain the impact on financial statement accuracy if the proposal is accepted (overstated assets and overstated profit) [2 marks]
* Discuss consequences of ignoring prudence (e.g. misleading investors/lenders, overdrawing of capital) [2 marks]
* Clear recommendation to reject the proposal and retain the write-down [1 mark]

Part (a)

An error of principle occurs when a transaction is recorded in the wrong class of account (for example, treating capital expenditure as revenue expenditure or vice versa). This is a fundamental breach of accounting principles. In this scenario, Error 2 is an error of principle because the purchase of a motor vehicle (capital expenditure) was recorded in the motor vehicles repairs account (revenue expenditure).

Part (b) - Journal Entries

1. Debit: Suspense $90 | Credit: M. Vance $90 (To correct transposition error where M. Vance was debited $320 instead of $230)

2. Debit: Motor Vehicles $12,000 | Credit: Motor Vehicles Repairs $12,000 (To correct error of principle)

3. Debit: Suspense $410 | Credit: Sales $410 (To correct omission of credit entry to Sales account)

4. Debit: Sales Returns $950 | Credit: Suspense $950 (To post the missing total of the Sales Returns Journal)

Part (c) - Suspense Account

Debit Details$Credit Details$Balance b/d450Sales Returns950M. Vance90Sales410Total950Total950

### Part (a)
* **Capital Reserves** are created from non-operating activities such as the revaluation of non-current assets or issuing shares above nominal value. Under company law, they are generally not available for distribution as cash dividends. *Example*: Share Premium, Revaluation Reserve.
* **Revenue Reserves** are created from retained trading profits and other realized gains. They are distributable to shareholders as cash dividends. *Example*: Retained Earnings, General Reserve.

### Part (b)
**Zephyrus PLC**
**Equity Section of the Statement of Financial Position as of 31 December 2022**

| Equity Component | Workings | Amount (\(\$\)) |
| :--- | :--- | :--- |
| Ordinary shares of \(\$0.50\) each | \(\$400,000\) (opening) + \(\$100,000\) (rights issue) (W1) | 500,000 |
| Share premium | \(\$120,000\) (opening) + \(\$60,000\) (rights issue) (W2) | 180,000 |
| Revaluation reserve | \(\$60,000\) (opening) + \(\$40,000\) (revaluation) | 100,000 |
| Retained earnings | \(\$185,000\) (opening) + \(\$95,000\) (profit) - \(\$20,000\) (interim div) (W3) | 260,000 |
| **Total Equity** | | **1,040,000** |

**Workings:**
* **W1 (Ordinary shares):**
* Opening shares: \(\$400,000 / \$0.50 = 800,000\) shares.
* Rights issue: \(800,000 \times \frac{1}{4} = 200,000\) shares.
* Value of rights shares: \(200,000 \times \$0.50 = \$100,000\).
* Closing shares: \(800,000 + 200,000 = 1,000,000\) shares (nominal value \(\$500,000\)).
* **W2 (Share premium):**
* Premium per share: \(\$0.80 - \$0.50 = \$0.30\).
* Total premium on rights issue: \(200,000 \times \$0.30 = \$60,000\).
* Closing share premium: \(\$120,000 + \$60,000 = \$180,000\).
* **W3 (Retained earnings & Dividends):**
* Interim dividend paid: \(1,000,000\) shares \(\times \$0.02 = \$20,000\).
* *Note:* The proposed final dividend of \(\$0.03\) per share on 31 December 2022 is a non-adjusting event under IAS 10 and is not deducted from retained earnings at 31 December 2022.
* Closing retained earnings: \(\$185,000 + \$95,000 - \$20,000 = \$260,000\).

### Part (c)
**(i) Total ordinary dividends relating to the financial year ended 31 December 2022:**
* Interim dividend: \(1,000,000\) shares \(\times \$0.02 = \$20,000\)
* Proposed final dividend: \(1,000,000\) shares \(\times \$0.03 = \$30,000\)
* **Total: \(\$20,000 + \$30,000 = \$50,000\)**

**(ii) Total ordinary dividends relating to the financial year ended 31 December 2023:**
* Shares in issue before bonus issue: \(1,000,000\) shares.
* Bonus issue: \(1,000,000 \times \frac{1}{5} = 200,000\) shares.
* Shares in issue after bonus issue: \(1,000,000 + 200,000 = 1,200,000\) shares.
* Interim dividend paid (August 2023): \(1,200,000\) shares \(\times \$0.025 = \$30,000\)
* Proposed final dividend (December 2023): \(1,200,000\) shares \(\times \$0.035 = \$42,000\)
* **Total: \(\$30,000 + \$42,000 = \$72,000\)**

### Part (a) [Total: 3 marks]
* **Capital reserve vs Revenue reserve definition:**
* **1 mark:** Explaining that Capital reserves arise from non-trading activities (e.g., asset revaluation, share premiums) and are generally non-distributable as cash dividends.
* **1 mark:** Explaining that Revenue reserves are created out of trading profits (retained earnings) and are distributable as dividends.
* **1 mark:** Providing a correct example of each (e.g., Share Premium/Revaluation Reserve for Capital; Retained Earnings/General Reserve for Revenue).

### Part (b) [Total: 6 marks]
* **Ordinary shares:** \(\$500,000\) **(1 mark)**
* **Share premium:** \(\$180,000\) **(1 mark)**
* **Revaluation reserve:** \(\$100,000\) **(1 mark)**
* **Retained earnings calculations:**
* Interim dividend calculation of \(\$20,000\) **(1 mark)**
* Correct ending Retained earnings balance of \(\$260,000\) (excluding proposed final dividend) **(1 mark)**
* **Total Equity:** Correctly summed total of \(\$1,040,000\) based on student's figures **(1 mark)**

### Part (c) [Total: 6 marks]
* **(i) 2022 Dividends [Total: 2 marks]**
* Interim dividend of \(\$20,000\) **(1 mark)**
* Final proposed dividend of \(\$30,000\) and total of \(\$50,000\) **(1 mark)**
* **(ii) 2023 Dividends [Total: 4 marks]**
* Calculating total shares in issue after bonus issue as \(1,200,000\) shares **(1 mark)**
* Interim dividend calculation: \(1,200,000 \times \$0.025 = \$30,000\) **(1 mark)**
* Proposed final dividend calculation: \(1,200,000 \times \$0.035 = \$42,000\) **(1 mark)**
* Total 2023 dividend of \(\$72,000\) (or own figure [OF] based on previous row) **(1 mark)**

### Part (a) Calculations

First, calculate the contribution per unit under normal circumstances:
\[ \text{Selling Price} = \$45 \]
\[ \text{Variable Cost per Unit} = \$15 \text{ (materials)} + \$10 \text{ (labor)} + \$3 \text{ (variable overhead)} = \$28 \]
\[ \text{Contribution per Unit} = \$45 - \$28 = \$17 \]

**(i) Break-even point in units:**
\[ \text{Break-even point (units)} = \frac{\text{Fixed Costs}}{\text{Contribution per Unit}} = \frac{\$68,000}{\$17} = 4,000 \text{ units} \]

**(ii) Break-even point in sales revenue:**
\[ \text{Break-even revenue} = 4,000 \text{ units} \times \$45 = \$180,000 \]

**(iii) Margin of safety percentage:**
\[ \text{Margin of Safety (units)} = \text{Budgeted Sales} - \text{Break-even Sales} = 7,000 - 4,000 = 3,000 \text{ units} \]
\[ \text{Margin of Safety (\%)} = \frac{3,000 \text{ units}}{7,000 \text{ units}} \times 100 = 42.86\% \text{ (or } 42.9\%\text{)} \]

---

### Part (b) Calculations

**(i) Status Quo (restricted capacity of 6,200 hours):**
Since maximum capacity is 6,200 hours and each unit takes 1 hour, Vance Ltd can only produce and sell 6,200 normal units.
\[ \text{Normal contribution} = 6,200 \text{ units} \times \$17 = \$105,400 \]
\[ \text{Less: Fixed overheads} = (\$68,000) \]
\[ \text{Profit} = \$37,400 \]

**(ii) Option 1 (Accept Special Order within 6,200 hours capacity limit):**
* The special order of 1,000 units must be prioritized.
* Remaining hours for normal sales = \( 6,200 \text{ hours} - 1,000 \text{ hours} = 5,200 \text{ hours} \) (hence, 5,200 normal units produced).

\[ \text{Normal contribution} = 5,200 \text{ units} \times \$17 = \$88,400 \]
\[ \text{Special order selling price per unit} = \$35 \]
\[ \text{Special order variable cost per unit} = \$28 \text{ (retains standard labor rate)} \]
\[ \text{Special order contribution per unit} = \$35 - \$28 = \$7 \]
\[ \text{Special order total contribution} = 1,000 \text{ units} \times \$7 = \$7,000 \]

\[ \text{Total contribution} = \$88,400 + \$7,000 = \$95,400 \]
\[ \text{Less: Regular fixed overheads} = (\$68,000) \]
\[ \text{Less: Export licensing fee} = (\$2,000) \]
\[ \text{Profit} = \$25,400 \]

**(iii) Option 2 (Hire machine, expand capacity to 8,000 hours):**
* Total units produced = 7,000 (normal) + 1,000 (special) = 8,000 units (requiring 8,000 hours).
* Total standard labor capacity = 6,200 hours @ $10/hour.
* Overtime/temporary labor capacity = \( 8,000 - 6,200 = 1,800 \text{ hours} \) @ $12/hour (an incremental cost of $2/hour).

Let's construct the overall profit calculation using Total Revenue and Total Costs:
\[ \text{Total Revenue:} \]
\[ \text{Normal Sales} = 7,000 \text{ units} \times \$45 = \$315,000 \]
\[ \text{Special Order} = 1,000 \text{ units} \times \$35 = \$35,000 \]
\[ \text{Total Revenue} = \$350,000 \]

\[ \text{Total Variable Costs:} \]
\[ \text{Direct Materials} = 8,000 \text{ units} \times \$15 = \$120,000 \]
\[ \text{Variable Overheads} = 8,000 \text{ units} \times \$3 = \$24,000 \]
\[ \text{Direct Labor (standard)} = 6,200 \text{ hours} \times \$10 = \$62,000 \]
\[ \text{Direct Labor (temporary)} = 1,800 \text{ hours} \times \$12 = \$21,600 \]
\[ \text{Total Variable Costs} = \$120,000 + \$24,000 + \$62,000 + \$21,600 = \$227,600 \]

\[ \text{Total Contribution} = \$350,000 - \$227,600 = \$122,400 \]

\[ \text{Fixed Costs:} \]
\[ \text{Regular fixed overheads} = (\$68,000) \]
\[ \text{Machine hire cost} = (\$5,000) \]
\[ \text{Export licensing fee} = (\$2,000) \]
\[ \text{Total Fixed Costs} = \$75,000 \]

\[ \text{Profit} = \$122,400 - \$75,000 = \$47,400 \]

---

### Part (c) Advice & Evaluation

**Financial Factors:**
* **Option 2** yields the highest profit ($47,400), which represents a net increase of $10,000 over the current status quo ($37,400) and is $22,000 more profitable than Option 1.
* **Option 1** is financially unviable. It actually reduces total company profits by $12,000 compared to the status quo because it forces the displacement of 1,000 highly profitable normal units (contribution of $17/unit) with lower-yielding export units (contribution of $7/unit before specific export fee).

**Non-Financial & Strategic Factors:**
* **Displacement of regular sales (Option 1):** Reducing normal domestic supply by 1,800 units (from budgeted 7,000 to 5,200) could damage relations with long-standing regular customers, leading them to source goods from competitors and permanently eroding domestic market share.
* **Export Market Penetration:** Fulfilling the special order may open doors to a lucrative overseas market for future expansion. However, setting an initial price of $35 might establish a poor pricing precedent for future foreign business.
* **Temporary Labor Risks (Option 2):** Utilizing temporary labor paid at a higher rate ($12) could lead to issues with quality control, higher wastage rates, or lower productivity, potentially raising production costs beyond the budget.
* **Operational Capacity (Option 2):** Hiring an extra machine introduces physical integration risks, and the company must ensure there is sufficient floor space and reliable availability of temporary workers to meet the 8,000-hour requirement.

**Recommendation:**
Directors should choose **Option 2**. It is the most financially beneficial option (increasing profits by 26.7% over the status quo) and completely preserves customer goodwill by satisfying 100% of standard domestic demand.

### Part (a) [Total: 8 marks]
* **(i)** 1 mark for formula/working \( (\$68,000 / \$17) \); 1 mark for correct answer of **4,000 units**. (2 marks)
* **(ii)** 1 mark for formula/working \( (4,000 \times \$45) \); 1 mark for correct answer of **$180,000**. (2 marks)
* **(iii)** 1 mark for margin of safety in units (3,000 units); 1 mark for dividing by budgeted sales; 1 mark for multiplying by 100; 1 mark for correct final answer of **42.86%** (allow 42.9% or \( 42\frac{6}{7}\% \)). (4 marks)

### Part (b) [Total: 14 marks]
* **(i) Status Quo (4 marks):**
* 1 mark for identifying output is capped at 6,200 units.
* 1 mark for calculating correct total contribution of $105,400.
* 1 mark for subtracting fixed overheads of $68,000.
* 1 mark for correct net profit of **$37,400**.
* **(ii) Option 1 (5 marks):**
* 1 mark for identifying the correct production mix: 5,200 normal units and 1,000 special units.
* 1 mark for normal contribution of $88,400.
* 1 mark for special order contribution of $7,000 (before license fee).
* 1 mark for identifying total fixed costs of $70,000 (including the licensing fee).
* 1 mark for correct net profit of **$25,400**.
* **(iii) Option 2 (5 marks):**
* 1 mark for calculating total revenue as $350,000.
* 1 mark for correctly calculating the higher temporary labor cost: \( 1,800 \text{ hours} \times \$12 = \$21,600 \).
* 1 mark for calculating correct total variable costs of $227,600 or total contribution of $122,400.
* 1 mark for identifying total fixed costs of $75,000 (incorporating both the machine hire of $5,000 and licensing fee of $2,000).
* 1 mark for correct net profit of **$47,400**.

### Part (c) [Total: 8 marks]
* **Financial Evaluation (max 3 marks):**
* 1 mark for highlighting that Option 2 is the most profitable and quantifying the profit increases (e.g., $10,000 higher than status quo, $22,000 higher than Option 1).
* 1 mark for identifying that Option 1 is less profitable than the status quo.
* 1 mark for noting the high opportunity cost of lost contribution under Option 1 ($17/unit lost vs. $7/unit gained).
* **Non-Financial Evaluation (max 3 marks):**
* 1 mark for discussing the negative consequences of displacing standard sales under Option 1 (loss of domestic customer loyalty/goodwill).
* 1 mark for mentioning quality control issues or labor availability concerns linked to temporary staff in Option 2.
* 1 mark for referencing strategic potential (e.g., long-term export relationships vs. pricing precedent risk).
* **Recommendation/Conclusion (2 marks):**
* 1 mark for giving clear, justified advice (recommending Option 2).
* 1 mark for an additional concluding synthesis point (e.g., stating how to mitigate the risk of Option 2, such as quality supervision of temporary labor).