Question

CVP analysis, shoe stores.The HighStep Shoe Company operates a chain of shoe stores that sell 10 different styles of inexpensive men’s shoes with identical unit costs and selling prices. A unit is defined as a pair of shoes. Each store has a store manager who is paid a fixed salary. Individual salespeople receive a fixed salary and a sales commission. HighStep is considering opening another store that is expected to have the revenue and cost relationships shown here.UNIT VARIABLE DATA (per pair of shoes)Selling price $60Cost of shoes 37Sales commission 3Variable cost per unit 40ANNUAL FIXED COSTSRent $30,000Salaries 100,000Advertising 40,000Other fixed costs 10,000TOTAL FIXED COSTS $180,000REQUIREMENTS:Consider each question independently:1. What is the annual breakeven point in (a) units sold and (b) revenues?2. If 8,000 units are sold, what will be the store’s operating income (loss)?3. If sales commissions are discontinued and fixed salaries are raised by a total of $15,500, what would be the annual breakeven point in (a) units sold and (b) revenues?4. Refer to the original data. If, in addition to his fixed salary, the store manager is paid a commission of $2.00 per unit sold, what would be the annual breakeven point in (a) units sold and (b) revenues?5. Refer to the original data. If, in addition to his fixed salary, the store manager is paid a commission of $2.00 per unit in excess of the breakeven point, what would be the store’s operating income at sales of 12,000 units?Need 1-5 all answered, thanks.

Answer 1

Instructions are listed below

Step-by-step explanation:

Giving the following information:

UNIT VARIABLE DATA:

Selling price $60

Cost of shoes 37

Sales commission 3

Total Variable cost per unit 40

ANNUAL FIXED COSTS

Rent $30,000

Salaries 100,000

Advertising 40,000

Other fixed costs 10,000

TOTAL FIXED COSTS $180,000

1) Break-even point (units)= fixed costs/ contribution margin

Break-even point (units)= 180,000/ (60 - 40)= 9,000 pair of shoes

Break-even point (dollars)= fixed costs/ contribution margin ratio

Break-even point (dollars)= 180,000 / (20/60)= $540,000

2) Q= 8,000

Income= quantity* contribution margin - fixed costs

Income= 8000*20 - 180,000= $-20,000

3) Variable costs= $37

Fixed costs= 180,000 + 15,500= $195,500

Break-even point (units)= 195,500 / (60 - 37)= 8,500 pair of shoes

Break-even point (dollars)= 195,500 / (23/60)= $510,000

4) Comission= $2

Variable costs= 42

Break-even point (units)= 180,000 / (60 - 42)= 10,000 pair of shoes

Break-even point (dollars)= 180,000 / (18/60)= $600,000

5) comission= $2 post 9,000 pair of shoes

Income= 9,000*20 + 3,000*18 - 180,0000= $54,000