Question

according to equation of continuity av =constant,this constant is equal to what​

Answer 1

According to equation of continuity , if a is the cross section area and V is the velocity of liquid in pipe at any point , then aV = constant I.e. flow rate remains constant , because there is no leakage of water anywhere .

Answer 2

Answer:

The answer is

Flow rate

Explanation:

The flow rate stays unchanged since there is no water leakage everywhere, according to the formula of continuity, where an is the cross- sectional area and V is the velocity of the liquid in the pipeline at any point.

The cross-sectional area of the tube and the fluid velocity at any given position along the pipe have a constant product, based on the continuity equation.

According to the continuity equation, the cross-sectional area of the tube and the fluid speed are always equal at any given location along the pipe. The volume flow per second, also known as the flow rate, is the same as this product.

An object's average velocity (v) is equal to the sum of its starting and final velocities (u), divided by two. where v is the average speed. final velocity is v.

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