Req1.
| Selling price per unit | $20 |
| Less: variable cost | ($17.50) |
| ($6.7+$7+$2+$1.8) | |
| Contribution margin per unit | $2.50 |
| Contribution margin percentage = | Contribution margin per unit | |
| Selling price | ||
| $2.50 | 12.50% | |
| $20 |
Total Contribution margin = 130,000 units
$2.5 = $325,000
___________________________________________________________________
Req2.
| Amount | |
| Sales revenue (160,000 units × $20) | $3,200,000 |
| Less: Variable cost (160,000 units × $17.5) | ($2,800,000) |
| Contribution margin | $400,000 |
| Less: fixed cost ($102300+$187800) | ($290,100) |
| Net Operating income | $109,900 |
________________________________________________________________________
Req3.
| Sales revenue (A) | $4,500,000 |
| Contribution margin percentage (B) | 12.50% |
| Contribution margin (A× B) | $562,500 |
| Less: fixed cost ($102300+$187800) | ($290,100) |
| Net Operating income | $272,400 |
_______________________________________________________________________
Req4.
Compute Breakeven point in units:
Breakeven point in units = Fixed Cost/Contribution margin
= $290100/$2.5
= 116,040 units
Compute Breakeven point in sales dollars:
Breakeven point = Fixed Cost/Contribution margin ratio
= $290100/12.5%
= $2,320,800
____________________________________________________________________
Req5.
Compute Breakeven point in units, if co. earns target profits $260,100
Breakeven point in units = Fixed Cost + Target profits/Contribution margin per unit
= $290100 + $260,100/$2.5
= 220,080 units
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Price and cost data for a relevant range extending to 200,000
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