SOLUTION: A can complete his work in 12 days B can 15 days C can 24 days seperately. If A work for 3 days and leave and after A leaving B could work for 5days And he also leave. Then C how
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-> SOLUTION: A can complete his work in 12 days B can 15 days C can 24 days seperately. If A work for 3 days and leave and after A leaving B could work for 5days And he also leave. Then C how
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Question 775331: A can complete his work in 12 days B can 15 days C can 24 days seperately. If A work for 3 days and leave and after A leaving B could work for 5days And he also leave. Then C how much days take to complete this remaining work Answer by ankor@dixie-net.com(22740) (Show Source):
You can put this solution on YOUR website! Edited to make more sense.
:
A can complete the work in 12 days
B can in 15 days
C can in 24 days (separately).
If A works for 3 days and leaves, and after A leaving, B works for 5days, and he also leaves, then C takes how many days to complete the remaining work?
:
let t = time required by C to complete the work
Let the completed job = 1
:
A shared work equation:
: A + B + C = 1 + + = 1
Reduce the fractions + + = 1
multiply by 24 to clear the fractions, resulting in
6 + 8 + t = 24
t = 24 - 14
t = 10 hrs for C to complete the job
