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Two pipes A and B can alone fill a tank in 20 minutes and 30 minutes respectively. But due to a leak at the bottom of tank, it took 3 more minutes to fill the tank. In how many minutes, the leak can alone empty the full tank?
60
30
48
56
Answer & Explanation A) 60 Explanation: A and B can fill tank in (1/20 + 1/30) = 1/12 so 12 minutes But it took 3 more minutes, this means the tank got full in 12+3 = 15 minutes So (1/20 + 1/30 – 1/x) = 1/15 Solve, x = 60
By: Manpreet kaur ProfileResourcesReport error
Deepank Deo
sorry my bad I read WRONG
wrong options it should be considered
seraphic M
Options are not clear
Aman Singh
wrong
Anshul
wrong question
Sharad Sahebrao Gawali
Hours or minutes
Narayan Yadav
3 more minutes by A or B or both...not clear
Vivek Singh
it doesnt specify if both pipes were running or not
SAURAV TANWAR
3 MORE MINUTES COMBINED OR SEPERATELY THIS IS AMBIGIOUS
OPTIONS ARE IN MINUTES NOT HOUR
IT IS NOT CLEAR THAT BOTH TAPS ARE RUNNING TOGETHER OR NOT
Manbir Singh
Incomplete question
Mohit Bhatt
Data seems insufficient
Sanjay singh
it should be in minutes, as per available options
Munesh Kumari
Question as well as solution is correct
Kanishk Rawat
Insufficient data
Amit
Correct answer is 40 min
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