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One pipe fills a water three times faster than another pipe. If two pipes together
can fill an empty tank in 30 minute, then how much time will the slower pipe
alone take to fill the tank?
(a) 4 hours (b) 5 hours (c) 3 hours
(d) 2 hours
Answers
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2
Answer:
2 hrs
Step-by-step explanation:
p1 is the faster pipe and p2 is the slower pipe
p2=3p1
p1/p2 = 1/3
suppose p1 fills in x hrs
p2 fills in 3x hrs
given both can fill a tank in 30min
1/x +1/3x = 1/30
by solving we get x=40
therefore the time taken by slower pipe is 3x = 3 * 40 =120min= 2hrs
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