Halifax Products sells a product for $108. Variable costs per
unit are $55, and monthly fixed costs are $111,300.
a. What is the break-even point in
units?
b. How many units would need to be sold to earn a
target profit of $206,700?
c. Assuming they achieve the level of sales
required in part b, what is the margin of safety in sales
dollars?
Sales Price | $108 | ||||
Variable Cost | $55 | ||||
Contribution | $53 | ||||
Fixed Cost | $111,300 | ||||
a | Break-Even Point | 111300/53 | |||
Break-Even Point | 2100 | Units | |||
b | Units required for profit of $206700 | ||||
Units | (206700+111300)/53 | ||||
Units | 6000 | ||||
c | Sales at 6000 Units | 6000*108 | |||
Sales at 6000 Units | $ 648,000 | ||||
Sales at Break-Even | 2100*108 | ||||
Sales at Break-Even | $ 226,800 | ||||
Margin of Safety | Actual Sales - Break-Even Sales | ||||
648000-226800 | |||||
Margin of Safety | $ 421,200 |
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