Required D1
Let the desired sales volume be x. The amount of profit desired is $6,300 with a per unit sale price of $53, variable cost of $41/unit and fixed costs of $27,300. The following equation can be solved for x
53x – 41x – 27,300 | = 6,300 |
12x | = 33,600 |
x | = 2,800 |
Therefore the desired sales volume in units is 2,800
Required D2
Benson Company | |
Income Statement | |
Sales (2,800 units * $53/unit) | $ 148,400 |
Variable Cost (2,800 units * $41/unit) | $ 114,800 |
Contribution margin | $ 33,600 |
Fixed Cost | $ 27,300 |
Net income | $ 6,300 |
Required E1
Let the desired sales volume be x. The amount of profit desired is $6,300 with a per unit sale price of $53, variable cost of $41/unit and fixed costs of $20,100. The following equation can be solved for x
53x – 41x – 20,100 | = 6,300 |
12x | = 26,400 |
x | = 2,200 |
Required E2
Benson Company | |
Income Statement | |
Sales (2,200 units * $53/unit) | $ 116,600 |
Variable Cost (2,200 units * $41/unit) | $ 90,200 |
Contribution margin | $ 26,400 |
Fixed Cost | $ 20,100 |
Net income | $ 6,300 |
Note: Answered first 4 sub-parts of the question as HOMEWORKLIB guidelines.
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