Respuesta :
The break-even point and margin of safety are computed as follows:
1. Break-even point in units is (Fixed cost/Contribution margin per unit), which = 2,700,000 copies ($210,600/$0.078).
2. Break-even point in sales revenue is (Fixed cost/Contribution margin ratio), which = $270,000 ($210,600/0.78).
3. Margin of safety in units is equal to Normal Sales units - Break-even point in units, which = 300,000 copies (3,000,000 - 2,700,000).
4. Margin of safety in sales revenue is $30,000 ($300,000 - $270,000).
5. If the total selling and administrative expenses are reduced to $16,600, the total fixed costs reduces to $194,000 ($210,600 - $16,600). Therefore, the answers above will change as follows:
1. Break-even point in units is (Fixed cost/Contribution margin per unit), which = 2,487,179 copies ($194,000/$0.078).
2. Break-even point in sales revenue is (Fixed cost/Contribution margin ratio), which = $248,718 ($210,600/0.78).
3. Margin of safety in units is equal to Normal Sales units - Break-even point in units, which = 512,821 copies (3,000,000 - 2,487,179).
4. Margin of safety in sales revenue is $51,282 ($300,000 - $248,718).
Data and Calculations:
Photocopying price per copy = $0.1
Direct materials = $0.015
Direct labor = $0.005
Variable overhead = $0.002
Total variable cost = $0.022
Contribution margin per unit = $0.078 ($0.1 - $0.022)
Contribution margin ratio = 78% ($0.078/$0.1 x 100)
Total fixed overhead = $170,600
Fixed selling and administrative expenses = $40,000
Total fixed costs = $210,600 ($170,600 + $40,000)
Thus, the margin of safety is the difference between the normal sales value and the break-even point.
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