BM Company sells two products, X and Y. Product X sells for $20 per unit with variable costs of $11 per unit. Product Y sells for $30 per unit with variable costs of $16 per unit. During this period, BM sold 16,000 units of X and 4,000 units of Y, making Total Revenue of $440,000, and after subtracting variable cost got Total Contribution Margin of $200,000, and after subtracting Total Fixed Cost of $110,000, earned Operating Profit of $90,000. The weighted-average unit contribution margin is: (rounded)
Total Units sold = 16000+4000 | ||||
=20000 units | ||||
% of X = 16000/20000 | ||||
=80% | ||||
X of Y = 4000/20000 | ||||
=20% | ||||
Contribution margin per unit = sales price - variable cost | ||||
Contribution margin of X = $20-11 | ||||
=$9 | ||||
Contribution margin of Y = 30-16 | ||||
=$14 | ||||
Weighted average unit contribution margin = (weight of X * contribution margin of X)+(weight of Y * contribution margin of Y) | ||||
= (0.80*9)+(0.20*14) | ||||
=$10 | ||||
Correct Answer = $10 | ||||
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