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14 February, 22:33

An ideal gas is held in a canister of volume V, at pressure P, and temperature T. Subsequently, the movement of a piston doubles the volume (to 2 V), while the temperature is also doubled (to 2 T), in absolute units (e. g. Kelvin). What is the new pressure

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  1. 14 February, 23:20
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    Using the ideal gas law we can determine this:

    PV = nRT

    n and R are constants but V and T are doubled:

    that is the same as multiplying the entire equation by 2:

    2 (PV) = 2 (nRT)

    Therefore if we distribute we can get what is wanted:

    P*2V = n*R*2T

    Which then shows that pressure would stay constant if temperature and volume were to both double.
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