The following figure shows two processes \(A\) and \(B\) for a gas. If \(\Delta Q_A\) and \( \Delta Q_B\) are the amount of heat absorbed by the system in two cases, and \(\Delta U_A\) and \(\Delta U_B\) are changes in internal energies, respectively, then:
1. | \( \Delta Q_A>\Delta Q_B,~ \Delta U_A>\Delta U_B \) |
2. | \( \Delta Q_A<\Delta Q_B,~ \Delta U_A<\Delta U_B \) |
3. | \( \Delta Q_A>\Delta Q_B, ~\Delta U_A=\Delta U_B \) |
4. | \( \Delta Q_A=\Delta Q_B, ~\Delta U_A=\Delta U_B \) |
A diatomic gas with rigid molecules undergoes expansion at constant pressure, performing \(10~\text{J}\) of work in the process. What is the amount of heat energy absorbed by the gas during this process?
1. \(35~\text{J}\)
2. \(40~\text{J}\)
3. \(25~\text{J}\)
4. \(30~\text{J}\)
I. | Internal energy will increase. |
II. | Internal energy will decrease. |
III. | Work done by the system is positive. |
IV. | Work done by the system is negative. |
V. | Internal energy remains constant. |
1. | (I), (III), and (V) only | 2. | (II) and (IV) only |
3. | (III) and (V) only | 4. | (I), (IV), and (V) only |
1. | Internal energy is constant |
2. | Temperature increases |
3. | |Work done| = |change in internal energy| |
4. | Heat is not supplied to the system |