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Glycrein of density 1.25 times 10^3 kg m...

Glycrein of density `1.25 times 10^3 kg m6(-3)` is flowing through the conical section of pipe.THe area of cross-section of the pipeat its end are `10 cm^(2)` and `5 cm^(2)` and pressure drop across its length is ``3 Nm^(-2)` . the rate of flow of glycerin through the pipe is `x times 10^(-5)m^(3) s^(-1)` .The value of x is ______.

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Calculate the rate of flow of glycerine of density 1.25xx10^(3) kg m^(-3) through the conical section of a pipe, if the radii of its ends are 0.1 m and 0.04 m and the pressure drop across its length is 10 Nm^(-2) .

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