QuestionAugust 10, 2025

15. Oscar has negotiated a lease for his sporting goods store in which he is required to pay 2,500 per month in rent.Oscar pays his staff 9 per hour to sell sporting goods and his monthly electricity bill averages 700 depending on his total hours of operation. Oscar's fixed costs of production equal: A) 2,500 per month. B) 3,200 per month. C) 9 per hour multiplied by total hours of work plus 700. D) 9 per hour multiplied by total hours of work plus 3,200

15. Oscar has negotiated a lease for his sporting goods store in which he is required to pay 2,500 per month in rent.Oscar pays his staff 9 per hour to sell sporting goods and his monthly electricity bill averages 700 depending on his total hours of operation. Oscar's fixed costs of production equal: A) 2,500 per month. B) 3,200 per month. C) 9 per hour multiplied by total hours of work plus 700. D) 9 per hour multiplied by total hours of work plus 3,200
15. Oscar has negotiated a lease for his sporting goods store in which he is required to pay
 2,500 per month in rent.Oscar pays his staff 9 per hour to sell sporting goods and his
monthly electricity bill averages 700 depending on his total hours of operation.
Oscar's fixed costs of production equal:
A) 2,500 per month.
B) 3,200 per month.
C) 9 per hour multiplied by total hours of work plus 700.
D) 9 per hour multiplied by total hours of work plus 3,200

Solution
3.6(168 votes)

Answer

B) \ 3,200 per month. Explanation 1. Identify Fixed Costs Fixed costs are expenses that do not change with the level of goods or services produced. In this case, rent and electricity are fixed costs. 2. Calculate Total Fixed Costs Rent is \ 2,500 per month, and electricity is \ 700 per month. Add these to find total fixed costs: 2,500 + 700 = 3,200.

Explanation

1. Identify Fixed Costs<br /> Fixed costs are expenses that do not change with the level of goods or services produced. In this case, rent and electricity are fixed costs.<br /><br />2. Calculate Total Fixed Costs<br /> Rent is $\$ 2,500$ per month, and electricity is $\$ 700$ per month. Add these to find total fixed costs: $2,500 + 700 = 3,200$.
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