A can do a piece of work in 25 days. A and B together can do it in 20 days. How many days would B alone take to do the same work?
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Answered by
2
One day work of ,
A=1/25
A+B=1/20
so ,B=1/20-1/25
= 5-4/100
=1/100part
so no. of days taken by B to complete the work =(1÷1/100)
=1×100/1
=100 days
A=1/25
A+B=1/20
so ,B=1/20-1/25
= 5-4/100
=1/100part
so no. of days taken by B to complete the work =(1÷1/100)
=1×100/1
=100 days
ranelone229:
Thanks a lot!
Answered by
1
A,s one day work = 1/25
B's one day work = x
A and B together can do a work in 20 days.
A's and B'B's one day work = 1/20
1/20-1/25= B's one day work
LCM of 20 and 25 = 100
1/20×5= 5/100
1/25×4=4/100
5/100-4/100
=1/100
do reciprocal
1/100=100/1
=100
B alone can do the work in 100 days.
hope it helps.
B's one day work = x
A and B together can do a work in 20 days.
A's and B'B's one day work = 1/20
1/20-1/25= B's one day work
LCM of 20 and 25 = 100
1/20×5= 5/100
1/25×4=4/100
5/100-4/100
=1/100
do reciprocal
1/100=100/1
=100
B alone can do the work in 100 days.
hope it helps.
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