Answer
a) Profit formula as per variable costing:
Contribution margin = Total sales - Total Variable expenses
Profit = Contribution margin - Total fixed expenses
where,
Total Sales = Selling price per unit X Number of units produced and sold
b)
Calculation of variable cost per unit
| Particular | Amount |
| Plastic for casing ($19,000/1000) | $19.00 |
| Wages of assembly workers ($90,000/1000) | $90.00 |
| Drum stands($35,000/1000) | $35.00 |
| Sales commissions (is given) | $25.00 |
| Total Variable cost per unit | $169.00 |
Calculation of Fixed cost
| Particular | Amount |
| Property taxes on factory | $7,000.00 |
| Accounting staff salaries | $33,000.00 |
| Rent cost of equipment for sales staff | $36,000.00 |
| Upper management salaries | $1,70,000.00 |
| Annual flat fee for factory maintenance service | $16,000.00 |
| Machinery depreciation, straight line | $42,000.00 |
| Total Fixed Expenses | $3,04,000.00 |
| Units produced/sold | (a) Sales Revenue (Units x $516) | (b) Variable Expenses(Units x $169) | (c) Fixed Expenses(as per above working) | Profit/NOI(a-b-c) |
|
4000 |
$20,64,000 | $6,76,000 | $3,04,000 | $10,84,000 |
| 5000 | $25,80,000 | $8,45,000 | $3,04,000 | $14,31,000 |
| 6000 | $30,96,000 | $10,14,000 | $3,04,000 | $17,78,000 |
| 7000 | $36,12,000 | $11,83,000 | $3,04,000 | $21,25,000 |
Calculation of break-even point.
Break-even point = Fixed expenses/contribution margin per unit
= $3,04,000/($516-$169)
= 876 units

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Question 3
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Question 6
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Question 7
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Question 8
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