Which statement about entropy reflects the Second Law as described?

Study for the OnRamps Physics Test. Dive into various physics concepts with multiple choice questions. Understand question hints and explanations. Prepare effectively for your test day!

Multiple Choice

Which statement about entropy reflects the Second Law as described?

Explanation:
Entropy is a measure of how many microscopic configurations a system can have for a given macroscopic state. The Second Law says that, for any natural, spontaneous process, the total entropy of an isolated system cannot decrease; for the universe as a whole, entropy can only increase or stay the same. The statement that the total entropy of the universe never decreases captures this universal tendency. Why the other ideas don’t fit: entropy is not a measure of average kinetic energy—that’s what temperature relates to. A perfect crystal at absolute zero has zero entropy, not finite entropy, by the relevant thermodynamic principle. And entropy is not conserved in all mechanical processes; irreversible processes increase entropy, while only idealized reversible processes can keep entropy constant.

Entropy is a measure of how many microscopic configurations a system can have for a given macroscopic state. The Second Law says that, for any natural, spontaneous process, the total entropy of an isolated system cannot decrease; for the universe as a whole, entropy can only increase or stay the same. The statement that the total entropy of the universe never decreases captures this universal tendency.

Why the other ideas don’t fit: entropy is not a measure of average kinetic energy—that’s what temperature relates to. A perfect crystal at absolute zero has zero entropy, not finite entropy, by the relevant thermodynamic principle. And entropy is not conserved in all mechanical processes; irreversible processes increase entropy, while only idealized reversible processes can keep entropy constant.

Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy