A company sells two models of a product—basic and premium. The basic model has a variable cost of $75 and sells for $100. The premium model has a variable cost of $100 and sells for $150. Fixed costs are $15,000. If the company usually sells 5,000 basic models and 2,500 premium models, then the break-even point in composite units is _________ units.
What are the steps
Contribution Margin Per Unit = Sales price - variable cost per unit | |||||
basic | |||||
= $100-75 | |||||
=$25 | |||||
premium | |||||
=$150-100 | |||||
=$50 | |||||
Standard mix = 5000 models of basics and 2500 models of premium | |||||
contributio margin per standard mix = ($25*5000) + ($50*2500) | |||||
=$125000+$125000 | |||||
=$250000 | |||||
Break even point in sales mix = Fixed cost / contribution margin per sales mix | |||||
=$15000/250000 | |||||
=0.06 units | |||||
Number of units = 0.06 sales mix *7500 models per sales mix | |||||
=450 units |
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