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The Warren Watch Company sells watches for $25, fixed costs are $145,000, and variable costs are $13 per watch.
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a. | ||||||||
Calculation of firm's gain or loss on sale of 6,000 watches | ||||||||
Sales revenue | $150,000 | 6000*25 | ||||||
Variable costs | $78,000 | 6000*13 | ||||||
Contribution margin | $72,000 | |||||||
Fixed costs | $145,000 | |||||||
Loss on sale | -$73,000 | |||||||
b. | ||||||||
Sales revenue | $400,000 | 16000*25 | ||||||
Variable costs | $208,000 | 16000*13 | ||||||
Contribution margin | $192,000 | |||||||
Fixed costs | $145,000 | |||||||
Gain on sale | $47,000 | |||||||
c. | ||||||||
Calculation of break-even point in unit sales | ||||||||
Break-even point | Fixed costs/Contribution margin per unit | |||||||
Break-even point | 145000/(25-13) | |||||||
Break-even point | 12083 | |||||||
d. | ||||||||
Calculation of break-even point in unit sales | ||||||||
Break-even point | Fixed costs/Contribution margin per unit | |||||||
Break-even point | 145000/(35-13) | |||||||
Break-even point | 6591 | |||||||
The increase in sale price would lead to decrease in break-even point in unit sales | ||||||||
e. | ||||||||
Calculation of break-even point in unit sales | ||||||||
Break-even point | Fixed costs/Contribution margin per unit | |||||||
Break-even point | 145000/(35-20) | |||||||
Break-even point | 9667 | |||||||
The increase in sale price and variable price would lead to decrease in break-even point in unit sales |
eBook The Warren Watch Company sells watches for $25, fixed costs are $145,000, and variable costs are $13 per watch....
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