A can do a piece of work in 12 days .B is 60% more efficient than A . what is the time taken by B to complete the same piece of work
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According to the question ‘A’ can do a job in 12 days, that means A can do one twelfth of the total work in one day.
So, A's one days work is equal to 1/12
‘B’ is 60% more efficient than ‘A'
So, B can do 60% more work than what A do in one day.
B's one day work is equal to 1/12+60%(1/12)
i.e 1/12+1/20 taking LCM of 12 and 20, which is 60
=> 5/60+3/60 = 8/60 => 1/7.5
B's one day work is 1/7.5
So B can do the same work in 7.5 days or 7 days and 12 hours.
So, A's one days work is equal to 1/12
‘B’ is 60% more efficient than ‘A'
So, B can do 60% more work than what A do in one day.
B's one day work is equal to 1/12+60%(1/12)
i.e 1/12+1/20 taking LCM of 12 and 20, which is 60
=> 5/60+3/60 = 8/60 => 1/7.5
B's one day work is 1/7.5
So B can do the same work in 7.5 days or 7 days and 12 hours.
Answered by
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A does a work in 12 days.
In 1 day A will do 1/12 of the work.
B is 60% more efficient.
Hence B will do 1/12+60/100*1/12 of the work in 1 day.
=1/12+3/5*1/12
=1/12+1/20
=5+3/60
=8/60
=2/15
So B will complete the work in 15/2 days
=7.5 days or 7days 12 hours.
Hope its correct.
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