360182 A mixture of one mole of monoatomic gas and one mole of a diatomic gas (rigid) are kept at room temperature \({\left(27^{\circ} {C}\right)}\). The ratio of specific heat of gases at constant volume respectively is

360183 Two gases having same pressure \({P}\) and volume \({V}\) are mixed at a temperature \({T}\). If the mixture is at a temperature \({T}\) and occupies the same volume then pressure of the mixture would be

360184 If three moles of monoatomic gas \({\left(\gamma=\dfrac{5}{3}\right)}\) is mixed with two moles of a diatomic gas \({\left(\gamma=\dfrac{7}{5}\right)}\), the value of adiabatic exponent \({\gamma}\) for the mixture is

360185 Figure shows a horizontal cylindrical container of length \(30\,cm\), which is partitioned by a tight-fitting separator. The separator is diathermic but conducts heat very slowly. Initially the separator is in the state shown in figure. The temperature of left part of cylinder is \(100\,K\) and that on right part is \(400\,K\). Initially the separator is in equilibrium. As heat is conducted from right to left part, separator displaces to the right. Find the displacement of separator when two gases on the parts of cylinder are in thermal equilibrium is

360182 A mixture of one mole of monoatomic gas and one mole of a diatomic gas (rigid) are kept at room temperature \({\left(27^{\circ} {C}\right)}\). The ratio of specific heat of gases at constant volume respectively is

360183 Two gases having same pressure \({P}\) and volume \({V}\) are mixed at a temperature \({T}\). If the mixture is at a temperature \({T}\) and occupies the same volume then pressure of the mixture would be

360184 If three moles of monoatomic gas \({\left(\gamma=\dfrac{5}{3}\right)}\) is mixed with two moles of a diatomic gas \({\left(\gamma=\dfrac{7}{5}\right)}\), the value of adiabatic exponent \({\gamma}\) for the mixture is

360185 Figure shows a horizontal cylindrical container of length \(30\,cm\), which is partitioned by a tight-fitting separator. The separator is diathermic but conducts heat very slowly. Initially the separator is in the state shown in figure. The temperature of left part of cylinder is \(100\,K\) and that on right part is \(400\,K\). Initially the separator is in equilibrium. As heat is conducted from right to left part, separator displaces to the right. Find the displacement of separator when two gases on the parts of cylinder are in thermal equilibrium is

360182 A mixture of one mole of monoatomic gas and one mole of a diatomic gas (rigid) are kept at room temperature \({\left(27^{\circ} {C}\right)}\). The ratio of specific heat of gases at constant volume respectively is

360183 Two gases having same pressure \({P}\) and volume \({V}\) are mixed at a temperature \({T}\). If the mixture is at a temperature \({T}\) and occupies the same volume then pressure of the mixture would be

360184 If three moles of monoatomic gas \({\left(\gamma=\dfrac{5}{3}\right)}\) is mixed with two moles of a diatomic gas \({\left(\gamma=\dfrac{7}{5}\right)}\), the value of adiabatic exponent \({\gamma}\) for the mixture is

360185 Figure shows a horizontal cylindrical container of length \(30\,cm\), which is partitioned by a tight-fitting separator. The separator is diathermic but conducts heat very slowly. Initially the separator is in the state shown in figure. The temperature of left part of cylinder is \(100\,K\) and that on right part is \(400\,K\). Initially the separator is in equilibrium. As heat is conducted from right to left part, separator displaces to the right. Find the displacement of separator when two gases on the parts of cylinder are in thermal equilibrium is

360182 A mixture of one mole of monoatomic gas and one mole of a diatomic gas (rigid) are kept at room temperature \({\left(27^{\circ} {C}\right)}\). The ratio of specific heat of gases at constant volume respectively is

360183 Two gases having same pressure \({P}\) and volume \({V}\) are mixed at a temperature \({T}\). If the mixture is at a temperature \({T}\) and occupies the same volume then pressure of the mixture would be

360184 If three moles of monoatomic gas \({\left(\gamma=\dfrac{5}{3}\right)}\) is mixed with two moles of a diatomic gas \({\left(\gamma=\dfrac{7}{5}\right)}\), the value of adiabatic exponent \({\gamma}\) for the mixture is

360185 Figure shows a horizontal cylindrical container of length \(30\,cm\), which is partitioned by a tight-fitting separator. The separator is diathermic but conducts heat very slowly. Initially the separator is in the state shown in figure. The temperature of left part of cylinder is \(100\,K\) and that on right part is \(400\,K\). Initially the separator is in equilibrium. As heat is conducted from right to left part, separator displaces to the right. Find the displacement of separator when two gases on the parts of cylinder are in thermal equilibrium is