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A pipe can fill a rooftop water container in 12 hours and another pipe can empty 50% of the container in 10 hours. How long will it take for the empty container to be filled to 1/2 its capacity, if both the pipes are opened simultaneously?
15 hours
18 hours
12 hours
14 hours
10 hours
- Pipe Filling:
- Can fill the entire container in 12 hours.
- Rate of filling = 1/12 of the container per hour.
- Pipe Emptying:
- Empties 50% of the container in 10 hours.
- Rate of emptying = 0.5/10 = 1/20 of the container per hour.
- Net Rate of Filling:
- Effective rate when both pipes are open = (1/12) - (1/20).
- Common denominator:
- Convert to same base: (5/60) - (3/60) = 2/60 = 1/30.
- Time to Fill Half the Container:
- Need to fill 1/2 of the container.
- Time = (1/2) / (1/30) = 15 hours.
- Answer Options:
- Option 1: 15 hours
- Option 2: 18 hours
- Option 3: 12 hours
- Option 4: 14 hours
- Option 5: 10 hours
.
By: Parvesh Mehta ProfileResourcesReport error
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