Mayfield Company sells two products, Blue models and Plaid models. Blue models sell for $43 per unit with variable costs of $30 per unit. Plaid models sell for $52 per unit with variable costs of $45 per unit. Total fixed costs for the company are $9200. Mayfield Company typically sells four Blue models for every five Plaid models. What is the breakeven point in total units? (Round any intermediary calculations to the nearest whole number.)
Blue models | Plaid models | Total | ||||
Selling price | $43 | $52 | ||||
Variable cost | $30 | $45 | ||||
Contribution margin | $13 | $7 | ||||
Sales mix | 4 | 5 | ||||
Fixed cost | 9200 | |||||
Weighted contribution | $6.00 | $4.00 | $10.00 | |||
(13*4/9) | (13*5/9) | |||||
Breakeven point in total units = | Fixed cost / Weighted contribution | |||||
Breakeven point in total units = | 9200/10 | |||||
Breakeven point in total units = | 920 | Units | ||||
Blue models unit | 409 | Units | (920*4/9) | |||
Plaid models unit | 511 | Units | (920*5/9) |
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