Bluegill Company sells 13,000 units at $220 per unit. Fixed costs are $143,000 and income from operations is $1,287,000. Determine the following: Round the contribution margin ratio to two decimal places.
| a. Variable cost per unit | $ | |
| b. Unit contribution margin | $ | per unit |
| c. Contribution margin ratio | % |
Solution:
Solution a) Contribution = Income from Operations + Fixed Cost
= $1,287,000 + $143,000
= $1,430,000
Solution b) Contribution per Unit = Total Contribution / Number of Units
= $1,430,000 / 13000
= $110 per unit
Variable Cost = Sales - Contribution
= $2,860,000 – $1,430,000 = $1,430,000
Solution c) Contribution Margin Ratio = (Total Contribution / Total Sales) x 100
= ($1,430,000 / $2,860,000) x 100
= 50%
|
Total $ (13,000 Units) |
Per Unit $ |
|
|
Sales (13,000 units x $220.00) |
28,60,000.00 |
220.00 |
|
Less: Variable Cost |
14,30,000.00 |
110.00 |
|
Contribution (Income from Operations + Fixed Cost) |
14,30,000.00 |
110.00 |
|
Less: Fixed Cost |
1,43,000.00 |
|
|
Income from Operations |
12,87,000.00 |
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