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Water falls from a tap with A(0)=4 m^(2)...

Water falls from a tap with `A_(0)=4 m^(2)`, `A=1 m^(2)` and h=2 m, then velocity v is

A

`A_(0) sqrt((2ghA^(2))/(A_(0)^(2)-A^(2)))`

B

`2A_(0) sqrt((ghA^(2))/(A_(0)^(2)-A^(2)))`

C

`A_(0)sqrt((gh)/(2))`

D

`2A sqrt((ghA_(0)^(2))/(A_(0)^(2)-A^(2)))`

Text Solution

Verified by Experts

The correct Answer is:
A

As,`A_(0)v_(0)=Av implies v^(2)=v_(0)^(2)+2gh`
`implies v_(0) =sqrt((2ghA^(2))/(A_(0)^(2)-A^(2))) " or" R=A_(0)v_(0)=A_(0)sqrt((2ghA^(2))/(A_(0)^(2)-A^(2)))`
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