Math, asked by padmapujari, 5 hours ago

To complete a task in 45 days, a contractor employs 45 people. Upon reviewing the work after 30 days, he notices that only half of the task is complete. In order to complete the work in 45 days, how many extra people must he employ now?

Answers

Answered by parthjspoo1
1

Answer:

To complete a task in 45 days, a contractor employs 45 people. Upon reviewing the work after 30 days, he notices that only half the task is completed. In order to meet the deadline of 45 days, how many extra people must he employ? EXPLANATION: In 30 days, only half the work could be done.

Answered by sreevanic87
0

Answer:

The required work is to be done in 60 days. But the 30 workers completed 25% of work in 20 days. Therefore

The completed part of work = 25%

The completed work units = 30*20 =600

So 25% of work = 600 units

Total work =2400 units

So to complete the work in time = 40 days to complete the work

Required work units to complete =2400–600

=1800 units.

No of men required to complete 1800 units of work in 40 days = 1800÷40

=45

We have already 30 men. the more men required =45-30=15

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