Cost Volume Profit (CVP) Analysis: The Cost Volume Profit analysis is the analysis of the relation between cost, volume, and profit of a product. It analyzes the cost and profits at the different level of production, in order to determine the breakeven point and required the level of sales to earn the desired profit. Contribution margin means the margin that is left with the company after recovering variable cost out of revenue earned by selling smart phones. The formula for contribution margin is as follows: Contribution margin = Sales - Variable cost. Similarly contribution margin ratio = Contribution/sales Weighted Average Contribution Margin: Weighted Average Contribution Margin is calculated for two products with the help of following formula: W e i g h t e d A v e r a g e C o n t r i b u t i o n M a r g i n = ( C o n t r i b u t i o n m a r g i n o f P r o d u c t A * W e i g h t o f p r o d u c t A ) + ( C o n t r i b u t i o n m a r g i n o f P r o d u c t B * W e i g h t o f p r o d u c t B ) To calculate: The weighted Average contribution margin per unit

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Chapter 6, Problem 12ME

To determine

Concept introduction:

Cost Volume Profit (CVP) Analysis:

The Cost Volume Profit analysis is the analysis of the relation between cost, volume, and profit of a product. It analyzes the cost and profits at the different level of production, in order to determine the breakeven point and required the level of sales to earn the desired profit.

Contribution margin means the margin that is left with the company after recovering variable cost out of revenue earned by selling smart phones. The formula for contribution margin is as follows:

Contribution margin = Sales - Variable cost.

Similarly contribution margin ratio = Contribution/sales

Weighted Average Contribution Margin:

Weighted Average Contribution Margin is calculated for two products with the help of following formula:
Weighted Average Contribution Margin = (Contribution margin of Product A * Weight of product A) + (Contribution margin of Product B * Weight of product B)

To calculate:

The weighted Average contribution margin per unit

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Break-even for a multiple product firm ________. Select one: a. can be calculated by multiplying fixed costs by the contribution margin ratio of a composite unit b. can be calculated by multiplying fixed costs by the contribution margin ratio of the most common product in the sales mix c. can only be calculated when the proportion of products sold is the same for all products d. can be calculated by dividing total fixed costs by the contribution margin of a composite unit

Cost-volume-profit (CVP) analysis with multiple products assumes that sales will continue at the same mix of products, expressed in either sales units or sales dollars. This assumption is essential, because a change in the product mix will probably change (pick one below): The average sales price per unit. The total fixed cost. The weighted-average contribution margin (per unit or ratio). The average contribution margin (per unit or ratio). The average variable cost per unit.

What is the correct choice? Datamatix Company has gathered the following data: Unit Sales Price Unit Variable Costs Unit Sales Product 1 $18.00 $10.00 24,500 Product 2 27.00 17.00 17,500 Product 3 35.00 28.00 28,000 Fixed costs are $233,280. The weighted-average breakeven point is a. 34,500 units. b. 28,800 units. c. 25,200 units. d. 29,900 units.