The coefficient of apparent expansion of a liquid when determined using two different vessle A and B are `gamma_(1)` and `gamma_(2,)` respectily. If the coefficient of linerar expansion of vesel A is `alpha.` Find the coefficient of linear expension of the vessel B.

The coefficient of apparent expansion of a liquid is C when heated in a copper vessel and is S when heated in a silver vessel. If A is the coefficient of linear expansion of copper, than that of silver is

The apparent coefficients of volume expansion of a liquid when heated filled in vessel A and B of identical volumes, are found to be gamma_(1) and gamma_(2) respectively. If alpha_(1) be the coefficient of liner expansion for A, then what will be the be the coefficient of linear expansion for B? (True expansion - vessel expansion = app.exp)

The ratio of coefficients of apparent expansions of the same liquid in two different vessels is 1:2 . If alpha_(1) and alpha_(2) are the coefficient of linear expansions then coefficient of real expansion of the liquid is

Coefficient of apparent expansions of a liquid in two different vessels are a and b . Then the real coefficient of expansions of liquids, if the ratio of volume expansion of vessel of x : y

The apparent coefficient of expansion of a liquid when heated in a brass vessel is X and when heated in a tin vessel is Y. If alpha is the coefficient of linear expansion for brass, the coefficient of linear expansion of tin is

Coefficient of apparent expansion of same liquid when heated in copper vessel is 'C' and when heated in gold vessel is 'G'. If 'A' is coefficient of linear expansion of copper, coefficient of linear expansion of gold is