A 2.0 L flask holds 0.40 g of helium gas. If the helium is evacuated into a larger container while the temperature is held constant, what will the effect on the entropy of the helium be? (A) It will remain constant because the number of helium molecules does not change. (B) It will decrease because the gas will be more ordered in the larger flask. (C) It will decrease because the molecules will collide with the sides of the larger flask less often than they did in the smaller flask. (D) It will increase because the gas molecules will be more dispersed in the larger flask.

Short Answer

Expert verified
(D) It will increase because the gas molecules will be more dispersed in the larger flask. As the volume increases while the temperature remains constant, the entropy increases due to greater dispersal of gas molecules.

Step by step solution

01

Understanding the concept of Entropy

Entropy is a measure of the disorder or randomness of a system. In this exercise, we are considering a case where a gas is transferred from a smaller to a larger container, keeping the temperature constant.
02

Impact of Volume on Entropy

If the volume in which the gas is contained increases, there will be more space for the gas particles to move about. This would lead to higher randomness or disorder in the gas distribution, which in turn will lead to an increase in entropy.
03

Identifying the right answer

Based on our analysis in the previous steps, the answer is (D) It will increase because the gas molecules will be more dispersed in the larger flask. This is because as volume increases, at a constant temperature, the gas particles have increased space to move leading to an increase in entropy.

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Most popular questions from this chapter

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