Half mole of an ideal gas `(gamma = 5/3) is taken through the cycle abcda as shown in figure . Take `(R = 25/3 JK^(-1) mol^(-1))`. (a) Find the temperature of the gas in the staes a, b, c and d. (b) Find the amount of heat supplied in the processes ab and bc. (c ) Find the amount of heat liberated in the processes `cd and da`.

In given figure, one mole of an ideal gas (gamma = 7//5) is taken through the cyclic process ABCDA . Take R = (25)/(3) J//mol -K (a) Find the temperature of the gas in states A,B,C and D . (b) Find the amount of heat supplied/released in processes AB,BC,CD and DA . (c) Find work done by gas during cyclic process.

An ideal gas (gamma = 1.67 ) is taken through the process abc shown in figure . The temperature at the point a is 300 k . Calculate (a) the temperature at b and c, (b) the work done in the process.

An ideal gas (gamma = 1.67 ) is taken through the process abc shown in figure . The temperature at the point a is 300 k . Calculate (a) the temperature at b and c, (b) the work done in the process, ( c) the amount of heat supplied in the path ab and in the path bc and (d) the change in the internal energy of the gas in the process.

An ideal gas (gamma = 1.67 ) is taken through the process abc shown in figure . The temperature at the point a is 300 k . Calculate (a) the temperature at b and c, (b) the work done in the process, ( c) the amount of heat supplied in the path ab and in the path bc and (d) the change in the internal energy of the gas in the process.

One mole of a monoatomic ideal gas is taken through the cycle ABCDA as shown in the figure. [Ass um e(2/3)^0.4=0.85 and R=(25)/(3)JK^-1mol^-1] The temperature at B is T_A=1000K and 2p_A=3p_B=6p_C

One mole of a gas is taken through a cycle as shown in figure calculate. Total amount of heat absorb in BC path.

One mole of a gas is taken through a cycle as shown in figure calculate. the amount of heat absorb in AB path.

One mole of ideal gas (C_(P, m) = 15 JK^(-1) "mole"^(-1)) follow the process as shown in figure.

One mole of a monoatomic ideal gas is taken through the cycle ABCDA as shown in the figure. T_A=1000K and 2p_A=3p_B=6p_C [Ass um e(2/3)^0.4=0.85 and R=(25)/(3)JK^-1mol^-1] The temperature at B is