Question
1.) Pinkin Incorporated needs to determine a price for a new phone model. Pinkin desires a 25% markup on the total cost of the phone.
1.)
Pinkin Incorporated needs to determine a price for a new phone model. Pinkin desires a 25% markup on the total cost of the phone. Pinkin expects to sell 30,000 phones. Additional information is as follows:
Variable Costs per Unit | Fixed Costs (total) | ||
---|---|---|---|
Direct materials | $ 34 | Overhead | $ 85,000 |
Direct labor | 59 | General and administrative | 65,000 |
Overhead | 39 | ||
General and administrative | 69 |
Using the total cost method what price should Pinkin charge?
Multiple Choice
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$251.10
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$257.50
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$225.10
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$237.50
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$256.25
2.)
Pauley Company needs to determine a markup for a new product. Pauley expects to sell 15,000 units and wants a target profit of $30 per unit. Additional information is as follows:
Variable Costs per Unit | Fixed Costs (total) | ||
---|---|---|---|
Direct materials | $ 12 | Overhead | $ 37,150 |
Direct labor | 13 | General and administrative | 44,150 |
Overhead | 6 | ||
General and administrative | 15 |
Using the variable cost method, what markup percentage to variable cost should be used?
Multiple Choice
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67%
-
72%
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88%
-
77%
-
76%
3.)
Lattimer Company had the following results of operations for the past year:
Contribution margin income statement | Per Unit | Annual Total |
---|---|---|
Sales (20,700 units) | $ 12.00 | $ 248,400 |
Variable costs | ||
Direct materials | 1.50 | 31,050 |
Direct labor | 4.00 | 82,800 |
Overhead | 1.00 | 20,700 |
Contribution margin | 5.50 | 113,850 |
Fixed costs | ||
Fixed overhead | 1.00 | 20,700 |
Fixed selling and administrative expenses | 1.40 | 28,980 |
Income | $ 3.10 | $ 64,170 |
A foreign company offers to buy 6,900 units at $7.50 per unit. In addition to variable costs, selling these units would add a $0.25 selling expense for export fees. Lattimers annual production capacity is 30,700 units. If Lattimer accepts this additional business, the special order will yield a:
Multiple Choice
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$2,950 loss.
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$11,575 loss.
-
$5,175 profit.
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$4,675 loss.
-
$6,900 profit.
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