| 7,424 A company wishes to earn a pretax income equal to 30% of total fixed costs. Its product sells for $52.25 per unit. Total fixed costs equal $157,400 and variable costs per unit are $34.00. How many units must this company sell to meet its goal? (Round answer to complete units. | 3,916 | | 10,660 | | 6,018 | | 8,625 | | 11,212 Schmidt Inc., manufactures inexpensive cameras that sell for $55.10. Fixed costs are $802,230 and variable costs are $33.00 per unit. Schmidt can buy a newer production machine that will increase fixed costs by $15,570 per year, but will increase variable costs by 10% per unit. What are the original and the new breakeven points in this situation? | Original 36,300 units; New 37,005 units. | | Original 24,310 units; New 41,844 units. | | Original 36,300 units; New 42,672 units. | | Original 36,300 units; New 43,500 units. | | Original 43,500 units; New 37,005 units. | Assume that sales are predicted to be $3,900, the expected contribution margin is $2,730, and a net loss of $350 is anticipated. The break-even point in sales dollars is: | | $4,668 | | $4,664 | | $4,612 | | $4,690 | | $4,400 | Camden Corporation sells three products (M, N, and O) in the following mix: 3:1:2. Unit price and cost data are: | M | N | O | Unit sales price | $9.2 | $6.2 | $8.2 | Unit variable costs | 4.1 | 3.1 | 4.1 | Total fixed costs are $422,940. The break-even point in sales dollars for the current sales mix is: | | $458,180 | | $569,180 | | $909,180 | | $798,180 | | $17,921 | If a firm's forecasted sales are $210,000 and its break-even sales are $180,000, the margin of safety in dollars is: rev: 03_07_2013_QC_27973 | $393,000 | | $390,000 | | $391,000 | | $30,000 | | $389,000 | A product sells for $300 per unit, and its variable costs per unit are $137. The fixed costs are $428,000. What is the break-even point in dollar sales? (Round the contribution ratio to the nearest whole percent.) | | $1,223,218 | | $792,593 | | $427,376 | | $430,626 | | $789,809 | A company's product sells at $16.00 per unit and has a $7.00 per unit variable cost. The company's total fixed costs are $127,800. The break-even point in units is: | 18,257 | | 5,557 | | 14,200 | | 7,100 | | 7,988 | A company manufactures and sells a product for $130 per unit. The company's fixed costs are $69,640, and its variable costs are $91 per unit. The company's break-even point in units is: (Round your answer to the next whole amount.) | | 1,930 | | 1,874 | | 1,799 | | 1,786 | | 1,773 | | |