If the rate of flow of water from a pipe is $2 m^{3} s^{- 1}$ , then how much time will it take to fill a bucket whose volume is $1200 m^{3}$ ?

8 min

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9 min

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10 min

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12 min

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Solution

The correct option is C
10 min

Time taken to fill a bucket = $\frac{Volume of the bucket}{Rate of flow of water}$
= $\frac{1200}{2}$
= $600 s e c s$
= $10$ minutes

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If the rate of flow of water from a pipe is 2m3 s−1, then how much time will it take to fill a bucket whose volume is 1200m3?

The correct option is C 10 min Time taken to fill a bucket = Volume of the bucketRate of flow of water = 12002 = 600 secs = 10 minutes

If the rate of flow of water from a pipe is $2 m^{3} s^{- 1}$ , then how much time will it take to fill a bucket whose volume is $1200 m^{3}$ ?

The correct option is C
10 min

Time taken to fill a bucket = $\frac{Volume of the bucket}{Rate of flow of water}$
= $\frac{1200}{2}$
= $600 s e c s$
= $10$ minutes