According to Charles' Law, if the temperature doubles at constant pressure, what happens to volume?

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Multiple Choice

According to Charles' Law, if the temperature doubles at constant pressure, what happens to volume?

Explanation:
At constant pressure, a gas’s volume changes directly with its absolute temperature (V ∝ T). This is Charles’ Law, applied with the temperature in Kelvin. If the temperature doubles (T2 = 2 T1), then the volume must double as well: V2 = V1 × (T2/T1) = V1 × 2 = 2V1. The key is using Kelvin here, since proportionality relies on absolute temperature. So doubling the temperature at constant pressure leads to a doubling of volume.

At constant pressure, a gas’s volume changes directly with its absolute temperature (V ∝ T). This is Charles’ Law, applied with the temperature in Kelvin. If the temperature doubles (T2 = 2 T1), then the volume must double as well: V2 = V1 × (T2/T1) = V1 × 2 = 2V1. The key is using Kelvin here, since proportionality relies on absolute temperature. So doubling the temperature at constant pressure leads to a doubling of volume.

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