A and B can do a work in 34/3 days, working alternatively
with B working first. A can complete the work alone in
48 days. In how many days, B does 4 times of the same
work
A>20 days
B>30 days
C>27 days
D>33
days
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Answer:
C) 27 days
Step-by-step explanation:
A completes the work alone in 48 days.
So , A's one day work is 1 / 48 of total work.
B's work in one day = 8 / ( 9 x 6 ) = 4 / 27
Therefore , B can complete the total work alone in 27 / 4 days.
So , B can do 4 times work in 27 days .
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