A tank can be filled by tap A in 6 hrs and by tap B in 3 hrs. But when they are open simultaneously to fill an empty tank they take 3 hrs more than their normal Time. A hole is later discovered as the reason for the delay. Find the Time taken by the hole to empty the tank if it is completely filled.
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Answer:
I am giving you a hint... just like this do that
Step-by-step explanation:
tank filling rate = 1/8
time taken with leakage = 29 1/3 = 88/3
new tank filling rate = 3/88
therefore, rate of leakage = 1/8 - 3/88 = (11 - 3)/88 = 8/88 = 1/11
hence, it will take 11 hours to empty the tank, if the tank is full.
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