A cylinder containing an ideal gas is in vertical position and has a piston of mass M that is able to move up or down without friction (figure). If the temperature is increased
(a) both p and V of the gas will change
(b) only p will increase according to Charles' law
(c) V will change but not p
(d) p will change but not V
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Both p and v will change
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Explanation:
According to the diagram an ideal gas is contained in a cylinder, having a piston of mass M. The piston can move up and down without friction, thus the only force present is the weight of the piston.
Pressure inside gas = P=P0+Mg/A - Constant where,
P0 - Atmospheric pressure
A - Area of cress section of piston
Mg - Weight of piston
Since the the atmospheric pressure and weight of piston is constant, the pressure will also remain constant. According to the gas law -
PV=nRT
Since, the pressure remains constant, thus if the temperature is increased, then only the volume increases as the piston moves up without friction.
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