Tim’s Bicycle Shop sells 21-speed bicycles. For purposes of a cost-volume-profit analysis, the shop owner has divided sales into two categories, as follows:
Product Type | Sales Price | Invoice Cost | Sales Commission | ||||||
High-quality | $ | 1,300 | $ | 700 | $ | 80 | |||
Medium-quality | 750 | 420 | 60 | ||||||
Three-quarters of the shop’s sales are medium-quality bikes. The shop’s annual fixed expenses are $159,600. (In the following requirements, ignore income taxes.)
Required:
Compute the unit contribution margin for each product type.
What is the shop’s sales mix?
Compute the weighted-average unit contribution margin, assuming a constant sales mix.
What is the shop’s break-even sales volume in dollars? Assume a constant sales mix.
How many bicycles of each type must be sold to earn a target net income of $99,750? Assume a constant sales mix.
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Tim’s Bicycle Shop | ||||
Workings | ||||
Calculation of contribution margin per unit | High-quality | Medium-quality | Note | |
Sales Price | 1,300.00 | 750.00 | A | |
Less: | ||||
Invoice Cost | 700.00 | 420.00 | ||
Sales Commission | 80.00 | 60.00 | ||
Contribution per unit | 520.00 | 270.00 | C | |
Calculation of sales mix | High-quality | Medium-quality | Note | |
Balance of units sold | 1/4 | 3/4 | ||
Sales mix | 25% | 75% | D | Because 1/4 is 5% and 3/4 is 75%. |
Calculation of weighted-average unit contribution margin | High-quality | Medium-quality | Total | Note |
Contribution per unit | 520.00 | 270.00 | See C | |
Sales mix | 25% | 75% | See D | |
Weighted-average Contribution per unit | 130.00 | 202.50 | 332.50 | E=C*D |
Calculation of break-even sales units | Total | Note |
Annual fixed expenses | 159,600.00 | F |
Weighted-average Contribution per unit | 332.50 | See E |
Break-even sales units | 480.00 | G=F/E |
See A | See D | See G | I=D*G | J=A*I | |
Calculation of shop’s break-even sales volume in dollars | Sell Price | Sales Mix % | Total Break-even Units | Break-even Units | Sales Value |
High-quality | 1,300.00 | 25% | 480.00 | 120.00 | 156,000.00 |
Medium-quality | 750.00 | 75% | 480.00 | 360.00 | 270,000.00 |
Total | 426,000.00 | ||||
So shop’s break-even sales volume is $ 426,000. |
If target net income $ 99,750: | ||
Calculation of target even sales units | Note | |
Annual fixed expenses | 159,600.00 | |
Target net income | 99,750.00 | |
Target Contribution | 259,350.00 | L |
Weighted-average Contribution per unit | 332.50 | See E |
Target sales units | 780.00 | M=L/E |
See D | See M | N=D*M | |
Calculation of break-even sales units- Product wise | Sales Mix % | Total Break-even Units | Break-even Units |
High-quality | 25% | 780.00 | 195.00 |
Medium-quality | 75% | 780.00 | 585.00 |
So, 195 units of High-quality cycles and 585 units Medium-quality cycles should be sole to earn target net income of $ 99,750. |
Tim’s Bicycle Shop sells 21-speed bicycles. For purposes of a cost-volume-profit analysis, the shop owner has...
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