A gas at certain volume and temperature has a pressure equal to $75 cm$ of Hg. column. If the mass of the gas is doubled, at the same volume and temperature, its new pressure will become (in $cm$ of Hg)-

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Solution

From ideal gas equation
$P \propto \frac{M T}{V}$
At constant volume and temperature, if the mass of the gas is doubled then pressure will become twice.

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A gas at certain volume and temperature has a pressure equal to 75 cm of Hg. column. If the mass of the gas is doubled, at the same volume and temperature, its new pressure will become (in cm of Hg)-

From ideal gas equation P∝MTV At constant volume and temperature, if the mass of the gas is doubled then pressure will become twice.

A gas at certain volume and temperature has a pressure equal to $75 cm$ of Hg. column. If the mass of the gas is doubled, at the same volume and temperature, its new pressure will become (in $cm$ of Hg)-

From ideal gas equation
$P \propto \frac{M T}{V}$
At constant volume and temperature, if the mass of the gas is doubled then pressure will become twice.