Question

barber charges $20 per haircut. The total cost for running his home-based business is $4,000 per month, which includes his salary of $3,000 per month. The minimum number of haircuts he must do to cover all of these expenses and his salary is 200 per month. The barber wants to increase his salary to $4,000 per month, making his total monthly expenses $5,000. What is the minimum price he must charge for each of the 200 haircuts so he can cover this increased salary? Question 5 options: $25 $30 $15 $20

Answer 1

The minimum price that the barber must charge to increase his salary to $4,000 for each of the 200 haircuts is A. $25.

Data and Calculations:

Charge per haircut = $20

Total cost per month = $4,000

Monthly salary = $3,000

Other costs per month = $1,000 ($4,000 - $3,000)

Minimum number of haircuts per month = 200

Expected monthly salary per month = $4,000

Total new monthly expenses = $5,000

Minimum price to charge per haircut = $25 ($5,000/200)

Thus, the minimum price that the barber must charge to increase his salary to $4,000 without increasing the number of haircuts is $25.

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