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A can complete a task in 30 days, and B can complete the same task in 40 days. They work together for 10 days, and then C joins them and completes the remaining work in 5 days. How long will C alone take to complete the task?
- 25 days
- 26 days
- 40 days
- 27 days
Correct answer: 40 days
Solution
A’s rate is $1/30$ per day and B’s rate is $1/40$ per day, so together they do $7/120$ per day. In 10 days, they complete $7/12$ of the work, leaving $5/12$. In the next 5 days, A, B, and C together finish $5/12$, so C’s rate is $1/40$ per day, meaning C alone takes 40 days.
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