water flows out through a circular pipe whose internal diameter is 2 cm at the rate of 6 m per second into cylindrical tank .the radius of whose base is 60 cm find the rise in the level of water in 30 minutes
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is equals to 2 centimetre therefore internal radius is 1 cm rate of flow of water flow is 6 m per second is equals to 600 cm per second volume of water in 1 second which flows in the tank is equal to base area into rate of flow of water is equal to 22/7 into 1 into 1 into 600 which is equals to 22 into 600 upon 7 in 30 minutes the volume of water is 22 by 7 into 600 upon 7 into 30 into 60 that the height BH now volume of the cylinder will be Pi r square at which is equals to 22 by 7 into 600 into 30 into 60 60 into 60 into a 600 into 30 into 60 HS 300 CM which
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