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Thermodynamics Test - 28

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Thermodynamics Test - 28
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  • Question 1
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    Entropy is a measure of degree of randomness. Entropy is directly proportional to temperature. Every system tries to acquire maximum state of randomness or disorder. Entropy is a measure of unavailable energy. Unavailable energy = Entropy × Temperature The ratio of Entropy of Vaporization and boiling point of a substance remains almost constant. Answer the given below questions (i) to (iv).

    Q. Which of the following has S = +ve?

    Solution

    Boiling of egg leads to denaturation of proteins which has random coil structure. Hence, ΔS = +ve.

  • Question 2
    1 / -0

    Entropy is a measure of degree of randomness. Entropy is directly proportional to temperature. Every system tries to acquire maximum state of randomness or disorder. Entropy is a measure of unavailable energy. Unavailable energy = Entropy × Temperature The ratio of Entropy of Vaporization and boiling point of a substance remains almost constant. Answer the given below questions (i) to (iv).

    Q. Which of the following has S = – ve?

    Solution

    In case of adsorption entropy decreases due to attraction between adsorbent and adsorbate.

  • Question 3
    1 / -0

    Entropy is a measure of degree of randomness. Entropy is directly proportional to temperature. Every system tries to acquire maximum state of randomness or disorder. Entropy is a measure of unavailable energy. Unavailable energy = Entropy × Temperature The ratio of Entropy of Vaporization and boiling point of a substance remains almost constant. Answer the given below questions (i) to (iv).

    Q. The sign of D in the reaction, N2(g) + O2(g) → 2NO(g) is:

    Solution

    It is an endothermic pressure. It will spontaneous only if ΔS = +ve.

  • Question 4
    1 / -0

    Entropy is a measure of degree of randomness. Entropy is directly proportional to temperature. Every system tries to acquire maximum state of randomness or disorder. Entropy is a measure of unavailable energy. Unavailable energy = Entropy × Temperature The ratio of Entropy of Vaporization and boiling point of a substance remains almost constant. Answer the given below questions (i) to (iv).

    Q. The law of thermodynamics, which helps to determine absolute Entropy is:

    Solution

    Nernst invented third law of thermodynamics which helps to determine absolute entropy of various substances.

  • Question 5
    1 / -0

    The internal energy of a system may be changed either by allowing the exchange of heat with the surroundings or by doing work on the system. If the reaction is carried out at a constant volume, pressure-volume work done is zero. We know that qp = qv + ngRT. Internal energy is an extensive property and a state function. The questions from (i) to (iv) consist of an assertion (A) and reason (R). Choose the correct option:

    Assertion: Internal energy of a system is an extensive property.

    Reason: The internal energy of a system depends upon the physical state and amount of the substance.

    Solution

    As internal energy is U = mcvdT so it depends upon mass m, and specific heat cv, i.e., it depends upon amount and state of the substance.

    So Internal energy is an extensive property of system.

    For example if we take a container filled with gas and partition it into two halves, mass in each side also get halved, thus internal energy U = mcvdT is also reduced to half.

  • Question 6
    1 / -0

    The internal energy of a system may be changed either by allowing the exchange of heat with the surroundings or by doing work on the system. If the reaction is carried out at a constant volume, pressure-volume work done is zero. We know that qp = qv + ngRT. Internal energy is an extensive property and a state function. The questions from (i) to (iv) consist of an assertion (A) and reason (R). Choose the correct option:

    Assertion: Absolute value of internal energy (U) cannot be determined.

    Reason: Internal energy is a sum of many types of energies, that depend on several factors.

    Solution

    Internal energy is given by

    Accurate measurement of some forms of energy which contribute to the absolute value of internal energy for a given substance in a given state is impossible. So difference of the initial state and final state is calculated and is denoted by

    ΔE = Ef - Ei

  • Question 7
    1 / -0

    The internal energy of a system may be changed either by allowing the exchange of heat with the surroundings or by doing work on the system. If the reaction is carried out at a constant volume, pressure-volume work done is zero. We know that qp = qv + ngRT. Internal energy is an extensive property and a state function. The questions from (i) to (iv) consist of an assertion (A) and reason (R). Choose the correct option:

    Assertion: Work and internal energy of a system are state functions.

    Reason: The sum of q + w is a state function.

    Solution

    w and q are not state functions they are path function, whereas ΔU = q + w is state function.

  • Question 8
    1 / -0

    The internal energy of a system may be changed either by allowing the exchange of heat with the surroundings or by doing work on the system. If the reaction is carried out at a constant volume, pressure-volume work done is zero. We know that qp = qv + ngRT. Internal energy is an extensive property and a state function. The questions from (i) to (iv) consist of an assertion (A) and reason (R). Choose the correct option:

    Assertion: The increase in energy (U) for the vaporization of one mole in water at 1 atm and 373 K is zero.

    Reason: For gaseous isothermal processes, U = 0.

    Solution

    Internal energy increases with rise in temperature. ΔU = 0 is only for ideal gases.

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