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Check my work Last year, the company sold 30,000 of these balls, with the following results: Sales 30,000 balls) Variable exp
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Question data:

Sales $750,000.00
Variable expense $450,000.00
Contribution margin $300,000.00
Fixed expenses $210,000.00
Net operating income $90,000.00

Sales = 30,000 units @ $25

Variable expenses per unit = 450,000/30,000= $15

Contribution per unit = 300,000/30,000 = $10

Answer 1:

a. Contribution Margin ratio = contribution margin/sales = 300,000/750,000 = 40%.

break even point = Total Fixed cost/contribution per unit = 210,000 / 10 = 21,000 units.

b. Degree of Operating leverage = contribution / Net operating Income = 300,000/90,000 = 3.33

Answer 2:

SP = $25, Contribution per unit = 25-18 (15+3) = $7.

Contribution margin ratio = 7/25 = 28%.

Break even point =210,000/7 = 30,000 units.

Answer 3:

Target profit = $90,000

Sales = (Target Profit + Fixed Cost)/Contribution per unit = (90,000+210,000)/ 7 = 42,858 units.

Answer 4:

The contribution margin ratio was 40%, i.e variable cost ration = 60%, variable cost in the next year would be $18, to maintain same contribution margin selling price should be 18/60% = $30.

Thus the company has to increase selling price to $30 to maintain same CM ratio.

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