Blossom Diesel owns the Fredonia Barber Shop. He employs 6
barbers and pays each a base rate of $1,470 per month. One of the
barbers serves as the manager and receives an extra $500 per month.
In addition to the base rate, each barber also receives a
commission of $8.45 per haircut.
Other costs are as follows.
Advertising | $290 | per month | |
Rent | $920 | per month | |
Barber supplies | $0.45 | per haircut | |
Utilities | $190 | per month plus $0.10 per haircut | |
Magazines | $20 | per month |
Blossom currently charges $15 per haircut.
1.) Determine the variable costs per haircut and the total
monthly fixed costs. (Round variable costs to 2 decimal
places, e.g. 2.25.)
Total variable cost per haircut |
$ |
|
---|---|---|
Total fixed |
$ |
2.)
Compute the break-even point in units and dollars.
Break-even point |
|
haircuts | |
Break even sales |
$ |
3.)
Determine net income, assuming 2,000 haircuts are given in a
month.
Net income / (Loss) |
$ |
1.
Variable cost per haircut = Commission + Barber supplies + Utilities
= $8.45 + $0.45 + $0.10
= $9.00
Total Fixed costs = Salaries + Extra salary + Advertising + Rent + Utilities + Magazines
= (6 * $1,470) + $500 + $290 + $920 + $190 + $20
= $8,820 + $500 + $290 + $920 + $190 + $20
= $10,740
2.
Contribution margin per unit = Sales price - Variable cost per unit
= $15.00 - $9.00
= $6.00
Break even points in units = Fixed costs / Contribution margin per unit
= $10,740 / $6.00
= 1,790 units
Break even points in dollar = Break even points in units * sales price
= 1,790 units * $15.00
= $26,850
3.
Sales ($15.00 * 2,000) | $30,000 |
(-) Variable cost ($9.00 * 2,000) | $18,000 |
Contribution margin | $12,000 |
(-) Fixed costs | $10,740 |
Net income | $1,260 |
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