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Match the following columns...

Match the following columns

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The correct Answer is:
`ArarrP; BrarrS; CrarrR; DrarrQ`
For reversible adiabatic process
`P_(1)^(1-gamma).T_(1)^(gamma)=P_(2)^(1-gamma)=P_(2)^(1-gamma).T_(2)^(gamma)`
`(T_(1))/(T_(2))=((P_(2))/(P_(1)))^((1-gamma)/(gamma)),(300)/(90)=((10)/(200))^((1-gamma)/(gamma))`,
`(10)/(3)=((1)/(20))^((1-gamma)/(gamma)),log.(10)/(3)=(1-gamma)/(x).log.(1)/(20)`
`(1-gamma)/(gamma)=(0.5229)/(-1.301)=-0.4`
`(1)/(gamma)=0.6 implies gamma=1.66`
Atomicity = 1
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