Ans. A | First of all, we need to calculate the contribution margin per unit for the | |||
computation of break even point in units. | ||||
Contribution margin per unit = Selling price per unit - Variable cost per unit | ||||
$70 - $28 | ||||
$42 per unit | ||||
Break even point in unit sales = Fixed cost / Contribution margin per unit | ||||
$25,200 / $42 | ||||
600 units | ||||
Ans. B | Now we will require the contribution margin ratio for the computation of | |||
break even point in dollars. | ||||
Contribution margin ratio = Contribution margin per unit / Selling price * 100 | ||||
$42 / $70 * 100 | ||||
60.00% | ||||
Break even point in dollar sales = Fixed cost / Contribution margin ratio | ||||
$25,200 / 60% | ||||
$42,000 | ||||
Ans. C | Income Statement | |||
Particulars | Amount | |||
Sales (900 * $70) | $63,000 | |||
Less: Variable cost (900 * $28) | -$25,200 | |||
Contribution margin | $37,800 | |||
Less: Fixed cost | -$25,200 | |||
Net operating income | $12,600 | |||
Ans. D | New break even units = (Fixed expense + Target profit) / Contribution margin per unit | |||
($25,200 + $46,200) / $42 | ||||
$71,400 / $42 | ||||
1,700 units | ||||
Ans. E | New break even units = (Fixed expense + Target profit) / Contribution margin ratio | |||
($25,200 + $46,200) / 60% | ||||
$71,400 / 60% | ||||
$119,000 | ||||
Ans. F | *Contribution margin ratio is 60% it means the variable cost on sales | |||
is 40% (i.e. 1 - 0.60). | ||||
Income Statement | ||||
Particulars | Amount | |||
Sales | $147,000 | |||
Less: Variable cost ($147,000 * 40%) | -$58,800 | |||
Contribution margin | $88,200 | |||
Less: Fixed cost | -$25,200 | |||
Net operating income | $63,000 | |||
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