Calculate the number of units that must be sold in order to realize an operating income of $96,000 when fixed costs are $384,000 and unit contribution margin is $16.
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- Calculate the number of units that must be sold in order to realize an operating income of $150,000 when fixed costs are $480,000 and the unit contribution margin is $25. Right AnswerIf fixed costs are $1,252,000, the unit selling price is $225, and the unit variable costs are $106, what is the amount of sales required to realize an operating income of $241,000?If fixed costs are $1,289,000, the unit selling price is $226, and the unit variable costs are $110, the amount of sales (units) required to realize an operating income of $203,000 is
- Please help meIf the selling price per unit is $10, the unit contribution margin is $5, and total fixed expenses are $17,500, what are the breakeven sales in units?Calculate the number of units that must be sold in order to realize an operating income of $150,000 when fixed costs are $480,000 and the unit contribution margin is $25. a. 25,200 units b. 26,400 units c. 27,000 units d. 25,600 units.
- Assume total fixed costs of $160,000, variable costs per unit of $6, and contribution margin per unit of $4. How many units must be sold to meet a target net income of $50,000, assuming a tax rate of 20%?Calculate the number of units that must be sold in order to realize an opereting incomeIf the sale price per unit is $7, the unit contribution margin is $3, and total fixed expenses are $19,500, the breakeven sales in units is: