Formal 4200000 15 8 hours 35000 units d variable

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Formal \$4,200,000 = \$15 × 8 hours × 35,000 units d Variable overhead: Basic \$80,000 = \$4 × 0.8 hours × 25,000 units Classic \$120,000 = \$4 × 2 hours × 15,000 units Formal \$1,120,000 = \$4 × 8 hours × 35,000 units e Variable marketing: Basic \$75,000 = 10% × \$750,000 revenue Classic \$90,000 = 10% × \$900,000 revenue Formal \$665,000 = 10% × \$6,650,000 revenue f Total contribution margin: \$620,500 = \$105,000 + \$183,000 + \$332,500 g Total fixed costs: \$86,500 = \$41,000 + \$10,500 + \$35,000 b-1. Compute the contribution margin for each shirt per the constrained resource, direct labor. (Do not round intermediate calculations. Round your final answers to 3 decimal places.)
b-2. Which of the three product lines makes the most profitable use of the constrained resource, direct labor?
c. Given the information in the problem so far, what product mix do you recommend?
d-1 . Calculate the contribution margin for each type of dress shirt using the table below.
d-2. How much operating profit should your recommended product mix generate? (Round down "Units produced in Basics" to the nearest whole number.)
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