The Salsa Shack sells three tacos for every two burritos. A taco sells for $2.00 and has a variable cost of $1.00. A burrito sells for $5 and has a variable cost of $2.25. The Salsa Shack has fixed costs of $27,200. A. What is the weighted-average contribution margin? B. How many of each product does The Salsa Shack need to sell in order to breakeven (ie - how many tacos and how many burritos must be sold to breakeven)
Taco | Burritos | |||
Sales mix | 3 | 2 | ||
PERCENTAGE Sales mix | 60% | 40% | ||
Selling price | 2 | 5 | ||
Variable cost | 1 | 2.25 | ||
Contribution | 1 | 2.75 | ||
Weighted contribution = 1 * 60% + 2.75*40% | ||||
1.7 | ||||
Break even = Fixed cost / Weighted contribution margin per unit | ||||
=27200/1.7 | ||||
16000 | Units | |||
Units of Taco | 9600 | (16000*60%) | ||
Units of Burritos | 6400 | (16000*40%) | ||
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