The ratio of slopes of log P vs log V for reversible adiabatic process and reversible isothermal process of an ideal gas is equal to:

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Chemistry

Gas Laws and Graphical Representation

First Law and Various Process

Polytropic Process

Question

The ratio of slopes of log P vs log V for reversible adiabatic process and reversible isothermal process of an ideal gas is equal to:

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1 – γ

$\frac{1}{γ}$

γ – 1

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PV^γ = constant for adiabatic expansion and

PV = constant for isothermal expansion

∴ logP = –γlogV slope = –γ

logP = –logV slope =–1