In: Accounting
Data on the two products are as follows :
Alpha | BETA | |
Sales in volume in units | 520 | 420 |
units sale price | $300 | $400 |
units variable cost | 200 | 240 |
units contribution margin | $100 | $160 |
Total fixed costs for the manufacture of both products are
$100,000.
Assuming that sales mix in terms of unit remains constant, what is
the breakeven point in total revenue dollars?
Calculation:
Alpha | Beta | |
Unit sale price | 300 | 400 |
Unit variable cost | (200) | (240) |
Unit contribution margin | 100 | 160 |
Contribution margin ratio (Unit contribution margin/Unit sale price) | 33.33% | 40% |
Weighted average contribution margin ratio = (Contribution margin ratio of Alpha x Sales volume of Alpha + Contribution margin ratio of Beta x Sales volume of Beta)/(Total sales volume of Alpha and Beta)
= (33.33% x 520 + 40% x 420)/(520 + 420)
= (173.33 + 165)/940
= 338.33/940
= 36%
Break even point in total revenue dollars = Fixed costs/Weighted average contribution margin ratio
= 100,000/36%
= $277,778