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Utah Contractor Practice Exam
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If the direct costs of a job are $41,000, with overhead at 15% and desired profit at 6%, what is the total bid amount presented to the client?
$51,898.73
$52,736.89
$50,189.98
$53,693.24
Reveal Answer
Correct Answer:
$51,898.73
Explanation:
To determine the total bid amount presented to the client, you need to factor in both overhead and profit based on the direct costs. Start with the direct costs, which are $41,000. Calculate the overhead, which is 15% of the direct costs. This is done by multiplying the direct costs by 0.15: \[ Overhead = Direct\ Costs \times Overhead\ Rate = 41,000 \times 0.15 = 6,150 \] Next, add the overhead to the direct costs to get the total costs before profit: \[ Total\ Cost\ Before\ Profit = Direct\ Costs + Overhead = 41,000 + 6,150 = 47,150 \] Now you can calculate the desired profit, which is 6% of the total costs before profit. To find this, multiply the total costs before profit by 0.06: \[ Profit = Total\ Cost\ Before\ Profit \times Profit\ Rate = 47,150 \times 0.06 = 2,829 \] Finally, add the desired profit to the total costs before profit to find the total bid amount: \[ Total\ Bid\ Amount = Total\ Cost\ Before\ Profit
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