QUESTION 21
Mark Corporation produces two models of calculators. The following information is given:
X Y
Unit selling price $90 $70
Unit variable cost $60 $50
Sales mix is X:Y = 0.6: 0.4 (In terms of units, 60% of total sales are X, and 40% are Y). The fixed costs are $39,000. If the company wants to make a $13,000 profit, it has to sell:
A. |
X = 1,560 and Y = 1,560 |
|
B. |
X = 990 and Y = 660 |
|
C. |
X = 1,200 and Y = 800 |
|
D. |
X = 900 and Y = 600 |
Answer- No. of units sold to earn target profit- X = 1200 units.
Y = 800 units.
Explanation- NO of units sold to earn target profit = (Fixed costs+ Target profit)/ Weighted average contribution margin per unit
= ($39000+$13000)/$26 per unit
= 2000 units
X = 2000 units*60% = 1200 units
Y = 2000 units*40%= 800 units
Where- Weighted average contribution margin per unit =Contribution margin per unit* Sales mix percentage
= ($30 per unit*60%)+($20 per unit*40%)
= $18 per unit+$8 per unit
= $26 per unit
Where-Contribution margin per unit = Selling price per unit-Variable cost per unit
X = $90 per unit - $60 per unit = $30 per unit
Y = $70 per unit - $50 per unit = $20 per unit
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