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A tank normally takes 20 hours to be filled by a tap. But due to a leakage it takes 10 hours more. In how many hours the leakage will empty a full tank?
  • a)
    60 hrs
  • b)
    54 hrs
  • c)
    31 hrs
  • d)
    15 hrs
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
A tank normally takes 20 hours to be filled by a tap. But due to a lea...
Let the leakage will empty the full tank in X hours.
∴ In 1 hour, the leakage can empty = 1/X
⇒ The tap fills the tank in = 20 hours
∴ The tap fills in 1 hours = 1/20
⇒ (Tap + leakage) fills the tank in = (20 + 10) = 30 hours
∴ (Tap + Leakage) can fill in 1 hour = 1/30
According to problem,

∴ The leakage will empty the full tank in 60 hours.
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A tank normally takes 20 hours to be filled by a tap. But due to a leakage it takes 10 hours more. In how many hours the leakage will empty a full tank?a)60 hrsb)54 hrsc)31 hrsd)15 hrsCorrect answer is option 'A'. Can you explain this answer?
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