For an ideal gas, $\dfrac{\text{C}_V}{\text{C}_P}$ is
A gas in a container A is in thermal equilibrium with another gas of the same mass in container B. if we denote the corresponding pressures and volumes by the suffices A and B, then which of the following statement is most likely to be true |
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Boyl’s law is applicable in, |
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Real gases show markable deviation from that of ideal gas behavior at |
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If the pressure of an ideal gas is decreased by 10% isothermally, then its volume will |
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One any planet, the presence of atmosphere implies [νrms = root mean square velocity of molecules and νe = escape velocity] |
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One mole of an ideal gas requires 207 J heat to raise the temperature by 10 K, when heated at constant pressure. If the same gas is heated at constant volume to raise the temperature by 10K, then heat required is |
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Which of the following properties of gas molecule the one that is same for all ideal gases at a particular temperature is |
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Which of the following is the unit of specific |
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At constant volume temperature is increased then |
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N molecules, each of mass m, of gas A and 2 N molecules, each of mass 2 m, of gas B are contained in the same vessel which maintained at a temperature T. the mean square of he velocity of molecules of B type is denoted by v2 and the mean square of the X component of the velocity of A type is denoted by ω2, then $\left(\dfrac{\omega^2}{v^2}\right)$ is |
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