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Complete the following problems using the following ratios: Sales level at which operating income is zero If sales above breakeven, then profit If sales below breakeven, then loss Fixed expenses = total contribution margin Total sales = total expenses Break Even Point: Unit Sold = Fixed expenses + Operating Income / Contribution Margin per unit Break Even Point: Sales $ = Fixed expenses + Operating Income / Contribution Margin Ratio (1) Calculate the break even number of units if the fixed expenses are $7,000 and the contribution margin is $14 per unit
Complete the following problems using the following ratios:
- Sales level at which operating income is zero
- If sales above breakeven, then profit
- If sales below breakeven, then loss
- Fixed expenses = total contribution margin
- Total sales = total expenses
Break Even Point: Unit Sold = Fixed expenses + Operating Income / Contribution Margin per unit
Break Even Point: Sales $ = Fixed expenses + Operating Income / Contribution Margin Ratio
(1) Calculate the break even number of units if the fixed expenses are $7,000 and the contribution margin is $14 per unit.
(2) Calculate the break even sales dollars if the fixed expenses are $7,000 and the contribution ratio is 40%.
(3) Calculate the break even number of units with a target profit of $120,000 if the fixed expenses are $15,000 and the contribution margin is $60 per unit.
Expert Solution
1) Computation of Breakeven in units:
Breakeven in units = (Fixed Cost + Operating Income) / Contribution per unit
Breakeven in units = (7000+0) / 14 = 500 units
2) Computation of Breakeven in dollars:
Breakeven in dollars = (Fixed Cost + Operating Income) / Contribution Margin
Breakeven in dollar = (7000+0) / 40% = 17500
3) Computation of Breakeven Point in Units:
Breakeven in units = (Fixed Cost + Operating Income) / Contribution per unit
Breakeven in units = (15000+120000) / 60 = 2250 units
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