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The diagram shows a tall cylindrical con...

The diagram shows a tall cylindrical container kept on a horizontal surface. From a tap, water come with constant rate `q m^(3)//s`. Initially the container was empty. An orifice of area of cross section A is made at some height h in the side wall of the container. If the horizontal range of the water jet in steady is found to be 2h, then the relation between h and q is

A

`h = (q^(2))/(gA^(2))`

B

`h = (q^(2))/(2gA^(2))`

C

`h = (3q^(2))/(2gA^(2))`

D

`h = (2q^(2))/(gA^(2))`

Text Solution

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The correct Answer is:
B
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