In: Accounting
| 
 Epsilon  | 
 Iota  | 
 Omega  | 
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| 
 Number of Units/Product Mix  | 
 6,025  | 
 8,570  | 
 10,095  | 
|
| 
 Sales price per unit  | 
 $157.62  | 
 $192.91  | 
 $374.29  | 
|
| 
 Variable cost per unit  | 
 $75.42  | 
 $86.57  | 
 $139.12  | 
|
| 
 Total Fixed Costs  | 
 $456,230.00  | 
 $268,490.00  | 
 $188,955.00  | 
|
| 
 Target Operating Income  | 
 $589,400.00  | 
 $457,200.00  | 
 $1,529,640.00  | 
|
| 
 Contribution margin per unit  | 
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| 
 Contribution margin ratio  | 
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| 
 Breakeven point in units  | 
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| 
 Breakeven in dollars (sales)  | 
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 # of Units to achieve target income  | 
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| 
 Weighted Average CM  | 
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 Units to Break Even with Weighted Average CM  | 
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| 
 Units to Achieve Target with Weighted Average CM  | 
For dollar amounts, round to the nearest cent. For percentages, round to the nearest percent.
(a) Compute the CM per unit =
| Epsilon | Iota | Omega | 
| $ 82.2 | $ 106.3 | $ 235.2 | 
(b) Compute the CM ratio per unit =
| Epsilon | Iota | Omega | 
| 52% | 55% | 63% | 
(c) Compute the # of units to breakeven
| Epsilon | Iota | Omega | 
| 5,550.2 | 2,524.8 | 803.5 | 
Achieve target operating income
| Epsilon | Iota | Omega | 
| 12,720.6 | 6,824.2 | 7,307.9 | 
(d) Compute the # of sales dollars to breakeven
| Epsilon | Iota | Omega | 
| $ 874,829.4 | $ 487,064.2 | $ 300,735.5 | 
Achieve target operating income
| Epsilon | Iota | Omega | 
| $ 2,005,014.6 | $ 1,316,464.7 | $ 2,735,267.8 | 

(e) Calculate the weighted average CM per unit
Total Contribution / Total Sales = $ 37,80,629.9 / $63,81,356.7 = 59%
(f) Calculate the breakeven in units for weighted average CM
Total Fixed Cost / Contribution Per unit = $ 9,13,675 / (Total Contribution / Sales units )
= $ 9,13,675 / ($ 37,80,629.9 / 24,690)
= 5,966.9 units
(g) Calculate the number of units to achieve operating income with the weighted average CM
(Total Fixed Cost + Operating Income ) / Contribution Per unit
=( $ 9,13,675 + $ 25,76,240 )/ ($ 37,80,629.9 / 24,690)
= 22,791.4 units