Oriole Diesel owns the Fredonia Barber Shop. He employs 5 barbers and pays each a base rate of $1,510 per month. One of the barbers serves as the manager and receives an extra $580 per month. In addition to the base rate, each barber also receives a commission of $8.40 per haircut.
Other costs are as follows.
Advertising |
$300 |
per month |
|
Rent |
$1,020 |
per month |
|
Barber supplies |
$0.45 |
per haircut |
|
Utilities |
$150 |
per month plus $0.15 per haircut |
|
Magazines |
$30 |
per month |
Oriole currently charges $18 per haircut.
a. Determine the variable costs per haircut and the total monthly fixed costs.
Total variable cost per haircut |
Total fixed
b. Compute the break-even point in units and dollars.
Break-even point |
haircuts |
||
Break even sales |
$ |
c. Determine net income, assuming 1,700 haircuts are given in a month.
Net income / (Loss) |
$ |
a)
Variable Cost per haircut |
Fixed Cost per month |
|
Base rate wages [$ 1,510 x 5 barbers] |
$7,550 |
|
Manager's salary |
$ 580 |
|
Commission |
$8.40 |
|
Advertising |
$300 |
|
Rent |
$1,020 |
|
Barber Supplies |
$0.45 |
|
Utilities |
$0.15 |
$150 |
Magazines |
$30 |
|
Total |
$9 |
$9,630 |
Variable cost = $9 per haircut
Fixed Cost = $9,630 per month
b)
Revenue per haircut |
$18 |
|
Total variable cost per haircut |
$9 |
|
Contribution margin per haircut(18 - 9) |
$9 |
|
Total Fixed |
$9,630 |
|
Break- even point (9,630/9) |
1,070 |
Haircuts Answer |
Break- even point $ (1070 * 18) |
$19,260 |
Answer |
c)
No. of haircuts |
1,700 |
Contribution margin(1,700 * 9) |
$15,300 |
Total Fixed |
$9,630 |
Net Income (15,300 - 9,630) |
$5,670 |
Net Income = $5,670
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