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Required information [The following information applies to the questions displayed below.] Corriga ...
Required information [The following information applies to the questions displayed below.] Corrigan Enterprises is studying the acquisition of two electrical component insertion systems for producing its sole product, the universal gismo. Data relevant to the systems follow. Model no. 6754: Variable costs, \( \$ 20.00 \) per unit Annual fixed costs, \( \$ 985,900 \) Model no. 4399 : Variable costs, \( \$ 12.80 \) per unit Annual fixed costs, \( \$ 1,114,600 \) Corrigan's selling price is \( \$ 64 \) per unit for the universal gismo, which is subject to a 15 percent sales commission. (In the following requirements, ignore income taxes.) equired: How many units must the company sell to break even if Model 6754 is selected? (Do not round intermediate calculations and ound your final answer up to nearest whole number.)
2-b. Which of the two systems would be more profitable? Model No. 6754 Model No. 4399
3. Assume Model 4399 requires the purchase of additional equipment that is not reflected in the preceding figures. The equipment will cost \( \$ 420,000 \) and will be depreciated over a five-year life by the straight-line method. How many units must Corrigan sell to earn \( \$ 965,000 \) of income if Model 4399 is selected? As in requirement 2, sales and production are expected to average 45,000 units per year. (Do not round intermediate calculations and round your final answer up to nearest whole number.)
4. Ignoring the information presented in part 3, at what volume level will the annual total cost of each system be equal? (Do not round intermediate calculations and round your final answer up to nearest whole number.)
1. Break even point in units = Fixed costs÷(sales price per units - variable cost per units) Variable cost per units = $20 + sales commission = 20+($64*15%) = $20+$9.60 = $29.60 Break even point (model 6754) = 985,900÷($64-$29.60) = 985,900÷34.4 = 28