Handy Home sells windows (60% of sales) and doors (40% of sales). The selling price of each window is $220 and of each door is $540. The variable cost of each window is $135 and of each door is $370. Fixed costs are $600, 950.

Polaris Inc. manufactures two types of metal stampings for the automobile industry: door handles and trim kits. Fixed cost equals 146,000. Each door handle sells for 12 and has variable cost of 9; each trim kit sells for 8 and has variable cost of 5. Required: 1. What are the contribution margin per unit and the contribution margin ratio for door handles and for trim kits? 2. If Polaris sells 20,000 door handles and 40,000 trim kits, what is the operating income? 3. How many door handles and how many trim kits must be sold for Polaris to break even? 4. CONCEPTUAL CONNECTION Assume that Polaris has the opportunity to rearrange its plant to produce only trim kits. If this is done, fixed costs will decrease by 35,000, and 70,000 trim kits can be produced and sold. Is this a good idea? Explain.

Handy Home sells windows and doors in the ratio of 8:2 (windows:doors). The selling price of each window is $114 and of each door is $264. The variable cost of a window is $69.50 and of a door is $182.00. Fixed costs are $416,000. (Enter your "per unit" values in two decimal places.)

Handy Home sells windows (60% of sales) and doors (40% of sales). The selling price of each window is $220 and of each door is $540. The variable cost of each window is $135 and of each door is $370. Fixed costs are $600,950. S (1) Compute the weighted-average contribution margin. Sales mix Windows Doors Contribution margin (2) Compute the break-even point in units using the weighted-average contribution margin. Numerator: Denominator: 7 Windows Doors Total Weighted-average contribution margin (3) Compute the number of units of each product that will be sold at the break-even point. Sales mix Number of units to break even. = Total per unit Break Even Units Break Even Units Unit sales at break-even point