Which equation expresses the ideal gas law when temperature and amount are constant, with the correct option placed last?

Prepare for the NLN PAX Science Exam with flashcards and multiple choice questions. Each question includes hints and detailed explanations to boost your confidence and exam readiness.

Multiple Choice

Which equation expresses the ideal gas law when temperature and amount are constant, with the correct option placed last?

Explanation:
PV = nRT expresses how pressure and volume relate for an ideal gas. If temperature and the amount of gas are fixed, then n and T are constants, so the product nRT stays the same. That makes the product PV a constant as well, meaning pressure and volume are inversely related: as volume goes up, pressure goes down, keeping PV constant. The last choice states PV = nRT directly, which is the clearest way to capture this relationship under those fixed conditions. The other forms are algebraic rearrangements (P = nRT/V or V = nRT/P) of the same idea, describing the same inverse relation when n and T don’t change, but the product form is the direct expression.

PV = nRT expresses how pressure and volume relate for an ideal gas. If temperature and the amount of gas are fixed, then n and T are constants, so the product nRT stays the same. That makes the product PV a constant as well, meaning pressure and volume are inversely related: as volume goes up, pressure goes down, keeping PV constant. The last choice states PV = nRT directly, which is the clearest way to capture this relationship under those fixed conditions. The other forms are algebraic rearrangements (P = nRT/V or V = nRT/P) of the same idea, describing the same inverse relation when n and T don’t change, but the product form is the direct expression.

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