Coefficients of apparent expansion of a liquid when it is · determined using two different vessels A and B-are y1 and y2 respectively. If the coefficient of linear expansion of the vessel A is α, coefficient of linear expansion of vessel Bis :

γ1=γ0-3αA and γ2=γo-3αB ⇒ αB=αA+γ1-γ23

Coefficients of apparent expansion of a liquid when it is · determined using two different vessels A and B-are y1 and y2 respectively. If the coefficient of linear expansion of the vessel A is α, coefficient of linear expansion of vessel Bis :

γ1=γ0-3αA and γ2=γo-3αB ⇒ αB=αA+γ1-γ23

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Coefficients of apparent expansion of a liquid when it is · determined using two different vessels A and B-are y₁ and y₂ respectively. If the coefficient of linear expansion of the vessel A is $α$ , coefficient of linear expansion of vessel Bis :

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$\frac{γ_{1} - γ_{2}}{3} + α$

$\frac{γ_{1} + γ_{2}}{3 α}$

$\frac{γ_{1} - γ_{2}}{3 α}$

$\frac{γ_{1} γ_{2}}{α (γ_{1} + γ_{2})}$

answer is B.

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$γ_{1} = γ_{0} - 3 α_{A} and γ_{2} = γ_{o} - 3 α_{B} \Rightarrow α_{B} = α_{A} + \frac{γ_{1} - γ_{2}}{3}$

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Coefficients of apparent expansion of a liquid when it is · determined using two different vessels A and B-are y1 and y2 respectively. If the coefficient of linear expansion of the vessel A is α, coefficient of linear expansion of vessel Bis :

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Coefficients of apparent expansion of a liquid when it is · determined using two different vessels A and B-are y₁ and y₂ respectively. If the coefficient of linear expansion of the vessel A is $α$ , coefficient of linear expansion of vessel Bis :