Kumar produces large decorative tiles used in home decor. The tiles sell for $ 740 and the fixed monthly operating costs are as follows: Rent and utilities $ 800 Management salaries 2 comma 500 Other expenses 520 Kumar's accountant told him about contribution margin ratios and he understood clearly that for every dollar of sales, $ 0.60 went to cover his fixed costs, and that anything past that point was pure profit. Kumar's is planning to increase the selling price to $ 840 . What impact will the increase in selling price have on the breakeven point in units?
Solution: | ||||
It will go down from 9 to 8 units | ||||
Working Notes: | ||||
Current contribution margin per unit = Selling price per unit x Contribution per $ of sales | ||||
=$740 x 0.60 | ||||
=$444 | ||||
Current Break even point units | =Current monthly fixed cost/Current contribution margin per unit | |||
Current monthly fixed cost = Rent + salaries + other | ||||
=$800+$2,500+520 | ||||
=$3,820 | ||||
Current Break even point units | =Current monthly fixed cost/Current contribution margin per unit | |||
=$3,820/$444 | ||||
=8.60360 units | ||||
=9 units | ||||
When selling price becomes $840 | ||||
Revised contribution margin = Current contribution margin +(New selling price - Current selling price) | ||||
=$444 +($840-$740) | ||||
=$544 | ||||
Now | Revised break even point = Total monthly cost / revised contribution margin per unit | |||
=$3,820/$544 | ||||
=7.0220588 units | ||||
=8 units | ||||
Hence | Break even point in units will go down from 9 units to 8 units | |||
Notes: | Product cannot be sold , sub part , hence , break even units are rounded off to upper nearest whole number. | |||
Please feel free to ask if anything about above solution in comment section of the question. |
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