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A company has quarterly overhead costs of $180,000 and completes projects totaling $2,400,000 in revenue during that quarter. What is the overhead rate as a percentage of revenue?

Correct Answer

A) 7.5%

Overhead rate = $180,000 ÷ $2,400,000 = 0.075 = 7.5%. This represents the percentage of revenue needed to cover overhead costs during the quarter.

Answer Options
A
7.5%
B
15.0%
C
13.3%
D
30.0%

Why This Is the Correct Answer

The overhead rate is calculated by dividing total overhead costs by total revenue, then converting to a percentage. Using the formula: $180,000 ÷ $2,400,000 = 0.075, which equals 7.5% when converted to percentage form. This represents the portion of each revenue dollar that must be allocated to cover overhead expenses.

Why the Other Options Are Wrong

Option B: 15.0%

This would result from incorrectly dividing revenue by overhead costs ($2,400,000 ÷ $180,000 = 13.33), which reverses the proper formula and gives a meaningless result for overhead rate calculation.

Option C: 13.3%

This percentage would require overhead costs of $720,000 ($2,400,000 × 0.30), which is four times the actual overhead amount and represents an unrealistically high overhead rate.

Option D: 30.0%

This percentage would require overhead costs of $360,000 ($2,400,000 × 0.15), which is double the actual overhead amount given in the problem.

Memory Technique

Remember 'Over Revenue' - Overhead goes OVER Revenue in the fraction (overhead/revenue), just like overhead costs go over your head in the office ceiling.

Reference Hint

Business and Finance for Contractors chapter on overhead calculations and cost accounting principles

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