Jasmine Inc. sells a product for $65 per unit. Variable costs per unit are $31, and monthly fixed costs are $295,800. What unit sales would be required to earn a target profit of $180,200?
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- Jasmine Incorporated sells a product for $61 per unit. Variable costs per unit are $31, and monthly fixed costs are $252,000. Answer the following questions: Required: a. What is the breakeven point in units? b. What unit sales would be required to earn a target profit of $162,000 ? c. Assuming Jasmine achieves the level of sales required in part b, what is the margin of safety in sales dollars?Madlock, Inc. sells a product with a contribution margin of $10 per unit. Fixed costs are $1,800 per month. How many units must Madlock sell to break even? Begin by showing the formula and then entering the amounts to calculate the units Madlock must sell to break even. (Abbreviation used: CM = contribution margin. Complete all input fields. Enter a "0" for items with a zero value.) Target profit ) = Fixed costs ▼ + + HH CM per unit TOD Carmen Required sales in unitsGladstorm Enterprises sells a product for $53 per unit. The variable cost is $36 per unit, while fixed costs are $5,100. Determine the following: Round your answers to the nearest whole number. a. Break-even point in sales units ___________ units b. Break-even point in sales units if the selling price increased to $66 per unit ____________ units
- Gladstorm Enterprises sells a product for $52 per unit. The variable cost is $37 per unit, while fixed costs are $13,455. Determine the following: Round your answers to the nearest whole number. a. Break-even point in sales units b. Break-even point in sales units if the selling price increased to $60 per unit units unitsBlue, Inc. produces and sells a product that has a variable cost per unit of $6. The company's total fixed costs are $76,000. Blue is considering setting the sales price at $12 per unit. Approximately how many units does Blue need to sell to earn $2 net income per unit? O 17,667 O 17,850 16,000 O 19,000 None of the aboveMia Enterprises sells a product for $90 per unit. The variable cost is $40 per unit, while fixed costs are $75,000. Determine the following: units a. Break-even point in sales units b. Break-even point in sales units if the selling price increased to $100 per unit units
- Zero, Inc. produces a product that has a variable cost of $6.00 per unit. The company's fixed costs are $42,000. The product sells for $12.00 a unit and the company desires to earn a $21,000 profit. What is the volume of sales in units required to achieve the target profit? (Do not round intermediate calculations.) Multiple Choice 7,000 7,500 3,500 10,500Flyer Company sells a product in a competitive marketplace. Market analysis indicates that its product would probably sell at $48 per unit. Flyer management desires a 12.5% profit margin on sales. Flyer's current full cost for the product is $44 per unit. In order to meet the new target cost, how much will the company have to cut costs per unit, if any? Oa. $1 Ob. $3 Oc. $0 Od. $2Angel Corporation produce calculators selling for $25.99. Its unit cost is $18.95 Assuming a fixed cost of $80,960, what is the breakeven point in units?
- A firm sell a single product for $6. Its variable cost per unit is $4 and fixed costs are $50. Ignoring income taxes, the amount of sales revenue needed for $20 profit is Select one: a. $210. b. $150. c. $35. d. $25.Gladstorm Enterprises sells a product for $48 per unit. The varlable cost is $32 per unit, while fxed costs are $10,560. Determine the following: Round your answers to the nearest whole number. a. Break-even point in sales units units b. Break-even point in sales units if the selling price Increased to $62 per unit unitsCan i please get help withthis question? Dannica Corporation produces products that it sells for $40 each. Variable costs per unit are $25, and annual fixed costs are $360,000. Dannica desires to earn a profit of $150,000. Required Use the equation method to determine the break-even point in units and dollars. Determine the sales volume in units and dollars required to earn the desired profit.