# Sales mix, three products. The Ronowski Company has three product lines of belts—A, B, and C— with contribution margins of \$3, \$2, and \$1, respectively. The president foresees sales of 200,000 units in the coming period, consisting of 20,000 units of A, 100,000 units of B, and 80,000 units of C. The company’s fixed costs for the period are \$255,000.What is the company’s breakeven point in units, assuming that the given sales mix is maintained?If the sales mix is maintained, what is the total contribution margin when 200,000 units are sold? What is the operating income?What would operating income be if 20,000 units of A, 80,000 units of B, and 100,000 units of C were sold? What is the new breakeven point in units if these relationships persist in the next period?

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Sales mix, three products. The Ronowski Company has three product lines of belts—A, B, and C— with contribution margins of \$3, \$2, and \$1, respectively. The president foresees sales of 200,000 units in the coming period, consisting of 20,000 units of A, 100,000 units of B, and 80,000 units of C. The company’s fixed costs for the period are \$255,000.

1. What is the company’s breakeven point in units, assuming that the given sales mix is maintained?
2. If the sales mix is maintained, what is the total contribution margin when 200,000 units are sold? What is the operating income?
3. What would operating income be if 20,000 units of A, 80,000 units of B, and 100,000 units of C were sold? What is the new breakeven point in units if these relationships persist in the next period?
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Step 1

1. Compute the company’s breakeven point in units assuming sales mix as shown below:

Step 2
1. Compute total contribution margin when 200,000 units are sold, and operating income as shown below:
Step 3

3. Compute operating income and new break-even point for sale of 20,000 units of ...

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