1.

An empty cylindrical tank having diameter 5 m is filled with water through a hose pipe having radius 25 cm. If pressure at the bottom of the container increases at a rate of 10^(3)"Pa s"^(-1), calculate the speed of water flowing through the hose pipe. ("Take g 10 m s"^(-2))

Answer»

Solution :`P=h_(1)dg`
DETERMINE the height 'h' of the liquid COLUMN.
Volume of water collected = Volume of water flowing through the pipe.
`pir_(1)^(2)h_(1)=pir_(2)^(2)h_(2)` Where `r_(1)andr_(2)` are the radius of cross section of the container and the pipe, respectively.


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