Answer: $710,000
Calculations:
P1 | P2 | P3 | Total | |
Revenues | $170,000 | $270,000 | $270,000 | $710,000 |
(Less): Variable costs | ($47,000) | ($147,000) | ($111,300) | ($305,300) |
Contribution margin | $123,000 | $123,000 | $158,700 | $404,700 |
Contribution margin ratio = (Total contribution ÷ Total revenues) x 100
= (404,700/710,000) x 100
= 57%
Break-even sales = Total fixed costs ÷ Contribution margin
= $404,700/57%
= $710,000
Hence, Eastwick's break-even sales is $710,000
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