Sales are $1,500,000 for a product with a variable cost per unit of $8 and a sales price of $25. If fixed costs are $320,000, what is the contribution margin ($)?
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What is the contribution margin?
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- What is the contribution margin?Find out BEP in units and value with the following data:Fixed cost - $50000Variable cost - $40 per unitSelling Price - $80 per unitCalculate:1) What will be the profit when the sales is $1000002) What will be the amount of sales if it desires to earn a profit of $150001) What level of output would generate a profit of $15,000 if a product sells for $24.99, has unit variable costs of $9.99, and total fixed costs of $55,005?
- Assume a sales price per unit of $25, variable cost per unit $21, and total fixed costs of $161280. What is the breakeven point in dollars? O $252000 O $645120 O $504000 O $1008000A company’s sales figure is £250,000 and its margin of safety ratio is 40%. Assuming that the fixed costs, the variable cost per unit and the selling price per unit do not change, the company’s margin of safety for sales of £325,000 will be: a. £175,000 b. £150,000 c. £100,000 d. £70,000. If a firm's margin of safety is 35% on sales of P200,000, then its margin of safety on sales of P300,000 will be (assume fixed costs, the variable cost per unit, and the sales price per unit do not change): a.P105,000 b.P170,000 c.P100,000 d.P 35,000
- Accurate answer2. Given the following information: The ratio of variable cost per unit divided by selling price per unit equals 0.25 Fixed Costs Amount to $50,000 a. What is the Break-even point b. What effect would a 6% decrease in selling price have on the break even point from part a?Answer correct
- Assume the following (1) selling price per unit = $30, (2) variable expense per unit = $18, and (3) total fixed expenses = $52,200. Given these three assumptions, the unit sales needed to achieve a target profit of $10,200 is:If sales are $30,000, fixed costs are $10,000, and variable costs are $7,000 what is the contribution margin ratio? O 0.594 O 0.767 O 0.612 0.659e If the sale price is 30% more than costs, and the profit for each sold unit is GHS 120, the cost price per unit is : A. GHS 360 B. GHS 172 OC. GHS 400 D. GHS 560