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Show that the volume coefficient of on i...

Show that the volume coefficient of on ideal gas at constant pressure equals `T^(-1)` where T is the absolute temperature

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At constant pressure, `VpropT`
i.e, `V=KT`. For an increase in the temperature `/_\T`, the corresponding increase in the volume of the gas will be `/_\V`.
i.e `(V+/_\V)=K(T+/_\T)` i.e `cancelV+/_\V=cancel(KT)+K/_\T`
i.e `(/_\V)/(/_\T)=K=V/T` or `(/_\V)/(V/_\T)=1/T=lamda` where `'lamda'` is volume coefficient of an ideal gas.
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