Fig. shows the variation of internal energy `(U)` with the pressure `(P)` of 2.0 mole gas in cycle process `abcda`. The temperatures of gas at `c` and `d` are 300 and `500 K`, respectively. Calculate the heat absorbed by the gas during the process.

Figure shows the variation of internal energy (U) with the pressure (P) of 2.0 mole gas in cyclic process abcda.The temperature of gas at c and d are 300 and 500 K respectively. The heat absorbed by the gas during the process is Xxx 10 R ln 2 . Find the value of x.

Figure shows the variation of internal energy (U) with the pressure (P) of 2.0 mole gas in cyclic process abcda.The temperature of gas at c and d are 300 and 500 K respectively. The heat absorbed by the gas during the process is Xxx 10 R ln 2 . Find the value of x.

Fig shows the variation in the internal energy U with the volume V of 2.0 mol of an ideal gas in a cyclic process abcda. The temperatures of the gas at b and c are 500 K and 300 K respectively. Calculate the heat absorbed by the gas during the process.

Fig shows the variation in the internal energy U with the volume V of 2.0 mol of an ideal gas in a cyclic process abcda. The temperatures of the gas at b and c are 500 K and 300 K respectively. Calculate the heat absorbed by the gas during the process.

shows the variation in the internal energy U with the volume V of 2.0 mol of an ideal gas in a cyclic process abcda. The temperatures of the gas at b and c are 500 K and 300 K respectively. Calculate the heat absorbed by the gas during the process.

Consider the following cyclic abcda performed on 2 mole of an ideal gas. The temperature of the gas at b and c are 400 k and 300 k respectively. Calculated the heat absorbed by the gas during the process in calories.

Two moles of an ideal monoatomic gas is taken through a cycle ABCA as shown in the p - T diagram. During the process AB, the pressure and temperature of the gas vary such that pT = constant. If T_(1)= 300 K and the amount of heat released by the gas during the process AB is Q = -x R , then the value of x is

Two moles of an ideal monoatomic gas is taken through a cycle ABCA as shown in the p - T diagram. During the process AB, the pressure and temperature of the gas vary such that pT = constant. If T_(1)= 300 K and the amount of heat released by the gas during the process AB is Q = -x R , then the value of x is