A, B and C can do a work together in a certain number of days. If A leaves after half the work is done, then the work takes 4 more days for completion, but if B leaves after half the work is done, the work takes 5 more days for completion. If A takes 10 more days than B to do the work alone, then in how many days can C alone do the work?
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Answer:
As efficiency×time =work
Let total work be 40 units
As A+B+C completed the whole work in 40 days
So efficiency of A+B+C =1
Now they work for 16 days so they completed 16 units of work
Total work remaining =40-16=24 units
This work is finished by B+C in 40 days
B+C efficiency =24/40=3/5 units
So A effiency =1-3/5=2/5 units
So A completed the whole work alone in 40÷2/5=100 days
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