A building construction project is completed in 50 working days with the help of 80 workers.
If the project is carried out by 64 workers assuming each worker has the same working ability, the project can be completed in ... days.
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A building construction project is completed in 50 working days with the help of 80 workers.
If the project is carried out by 64 workers assuming each worker has the same working ability, the project can be completed in ... days.
We will use the concept of inverse proportion to solve this problem. The more workers there are, the shorter the time required, and vice versa.
The total project workload can be expressed in "man-days":
If the number of workers is reduced to 64, the time required (t) is:
We calculate the division result:
Since the work takes 62.5 days, it means the work will be completed in the middle of the 63rd day. So, the time required to complete the project is 63 days.