Question

If water falls from a tap of, then the volume rate of flow of water at depth h

Answer 1

Answer:

Grasp the concepts of fluid dynamics including stokes law, steady flow, ... The area changes from A0 to A through a fall of h. ... The rate of change of momentum of water jet = -ρav2 î.

Answer 2

Given that,

If water falls from a tap of, then the volume rate of flow of water at depth h

We know that,

Volume flow rate :

Volume flow rate is equal to the product of Area of cross section and velocity.

In mathematically,

$Q=Av$

Where, Q = volume flow rate

A = area

v = velocity

If water falls from a tap of, then the volume rate of flow of water at depth h

Then, the volume flow rate is

$Q=A \sqrt{2gh}$

Where, A = area

h = height

g = acceleration due to gravity

Hence, The volume flow rate is $A\sqrt{2gh}$