An electrical wiring job requires 4 electricians to work for 6 hours each. On the day of the job, one electrician does not arrive. How long would it take for the remaining electricians to complete the work?
Question
An electrical wiring job requires 4 electricians to work for 6 hours each. On the day of the job, one electrician does not arrive. How long would it take for the remaining electricians to complete the work?
Solution
Sure, let's solve this problem step by step:
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First, we need to find out the total hours of work required for the job. This is done by multiplying the number of electricians by the hours each one works. So, 4 electricians * 6 hours = 24 hours of work in total.
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On the day of the job, one electrician does not arrive, so we have 3 electricians left.
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To find out how long it would take for the remaining electricians to complete the work, we divide the total hours of work by the number of electricians. So, 24 hours / 3 electricians = 8 hours.
Therefore, it would take 8 hours for the remaining electricians to complete the work.
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