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NEET Physics: specific heat capacities of gases Practice Questions

6 free multiple-choice questions on specific heat capacities of gases (Kinetic Theory of Gases) for NEET Physics, each with the correct answer and a step-by-step explanation. Attempt a question, then reveal the solution to check your reasoning.

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  1. Q1. If the specific heat capacity of a gas remains constant over a range of temperatures, what does this imply about the energy distribution within the gas molecules?

    • AThe energy is distributed among the vibrational modes without increasing kinetic energy.
    • BThe gas is undergoing an isothermal process at constant pressure only.
    • CThe energy is entirely stored in translational motion only.
    • DThe molecules are in a state of perfect equilibrium with no energy exchange.
    Show answer & explanation

    Correct answer: A — The energy is distributed among the vibrational modes without increasing kinetic energy.

    When specific heat capacity remains constant, it implies that the energy added to the gas is distributed among the internal degrees of freedom (like vibration or rotation) rather than increasing the translational kinetic energy significantly, maintaining the equipartition principle within the constraints of the system.

  2. Q2. Which gas has the largest molar specific heat capacity among the following? (Assume ideal behavior)

    • AOxygen (O₂)
    • BNeon (Ne)
    • CArgon (Ar)
    • DHelium (He)
    Show answer & explanation

    Correct answer: A — Oxygen (O₂)

    The molar specific heat capacity depends on the number of degrees of freedom (f). Monatomic gases (f=3) have the smallest value, while polyatomic gases (f>3) have larger values. Oxygen (O₂) is a polyatomic gas and thus has a higher specific heat capacity than the monatomic gases (He, Ne, Ar).

  3. Q3. The specific heat capacity of a monatomic ideal gas is equal to:

    • A3R/4
    • BR
    • C2R
    • D3R/2
    Show answer & explanation

    Correct answer: D — 3R/2

    For a monatomic gas (one degree of freedom per molecule), the molar specific heat at constant volume (Cᵥ) is 3/2R/mole.

  4. Q4. Which statement is true regarding the specific heat capacities of ideal gases?

    • ACᵥ is always zero
    • BCₚ is always greater than Cᵥ
    • CCₚ is always less than Cᵥ
    • DFor all ideal gases, Cₚ = Cᵥ
    Show answer & explanation

    Correct answer: B — Cₚ is always greater than Cᵥ

    According to Mayer's relation (Cₚ - Cᵥ = R), since R is a positive constant, it must be true that Cₚ > Cᵥ for all ideal gases.

  5. Q5. The translational kinetic energy of gas molecules is related to the total internal energy of the gas. How does the specific heat capacity of a gas depend on the number of degrees of freedom available to the molecules?

    • AIt is independent of the degrees of freedom.
    • BIt is directly proportional to the number of degrees of freedom.
    • CIt is inversely proportional to the number of degrees of freedom.
    • DIt depends only on the pressure exerted by the gas.
    Show answer & explanation

    Correct answer: B — It is directly proportional to the number of degrees of freedom.

    According to the equipartition theorem, the molar specific heat capacity is directly proportional to the number of independent degrees of freedom. More degrees of freedom mean the system can store more energy, thus increasing the specific heat capacity.

  6. Q6. Which gas has the highest molar specific heat capacity among the following diatomic gases (O₂, N₂, H₂)?

    • AO₂
    • BN₂O
    • CN₂
    • DH₂
    Show answer & explanation

    Correct answer: A — O₂

    Diatomic gases (N₂, O₂) have vibrational degrees of freedom in addition to translational degrees of freedom. Therefore, they possess higher heat capacity than monatomic gases. O₂ typically has a slightly higher vibrational contribution than N₂ for these simple comparisons.

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