1) Bears Company sells a product for $15 per unit. The variable cost is $10 per unit and fixed costs are $1,750,000. Determine:
2) Bear Company sells a product for $15 per unit. The Variable cost is $10 per unit and fixed costs are $1,750,000. Determine:
3) Jorgensen Company has sales of $380,000,000 and the break-even point is sales dollars is $323,000,000. Determine Jorgensen Company’s margin of safety as a percent of current sales.
1) a. break even point in units = fixed cost / contribution margin
= 1,750,000 / 5
= 350,000 units
Contribution margin = selling price - variable cost per unit
= 15 - 10 = 5 per unit
b. break even point in units = fixed cost / contribution margin
= 1,750,000 / 645
= 2,713 units
Contribution margin = selling price - variable cost per unit
= 15 - 10 = 5 per unit
2) a. break even point in units = fixed cost / contribution margin
= 1,750,000 / 5
= 350,000 units
Contribution margin = selling price - variable cost per unit
= 15 - 10 = 5 per unit
b. Required sale = fixed cost + target profit / contribution margin
= 1,750,000 + 400,000 / 5
= 430,000 units
3) margin of safety as % of sale = current sale - break even sale / current sale x 100
= 380,000,000 - 323,000,000 / 380,000,000 x 100
= 15%
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