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Chester has negotiated a new labor contract for the next round that will affect the cost for their product Cone. Labor costs will go from $7.91 to $8.51 per unit. Assume all period and other variable costs remain the same. If Chester were to absorb the new labor costs without passing them on in the form of higher prices, how many units of product Cone would need to be sold next round to break even on the product? | ||||||||
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1. Number of Units sold Now = Direct labor / Direct Labor Cost per Unit
Number of Units sold Now = $14878 / 7.91 = 1881 Units
Selling Price = SAles / Units Sold = $63964 / 1881 = $34
2. Total Fixed Costs = $6715
3. New Contribution margin = (Current Margin - Increase in labor Cost) / Sales
New Contribution margin = ($24605 - (8.51 - 7.91)*1881) / 63964
New Contribution margin = ($23476.40) / 63964
New Contribution margin = 36.7025%
4. Sales required to breakeven = Fixed Costs / Contribution
margin
Sales required to breakeven = 6715 / 36.7025%
Sales required to breakeven = $18295.75
Units sales required to break even = Sales Required / Price
Units sales required to break even = $18295.75 / 34.005
Units sales required to break even = 540 Units (rounded off from 538 units)
Option D 540 Units
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