Two vessels connected at the bottom by a thin pipe with a sliding plug contain liquid at `20^@C` and `80^@C` respectively. The coefficient of cubic expansion of liquid is `10^-3K^-1`. The raio of height of liquid columns in the vessel `(H_(20)//H_(80))` is nearest which interger ?

The coefficient of real expansion of liquid is 7 xx 10^(-4//0)C . The co efficient of linear ex/pansion of the vessel is 1 xx 10^(-5)//^(0)C . The coefficient of apparent expansion of the liquid is

The coefficients of apparent expansion of a liquid when determined using two different vessels A and B are y_(1) and y_(2) respectively. If the coefficient of liner expansion of the vessel A is alpha , the coefficient of linear expansion of the vessel B is

A metallic container is completely filled with liquid. The coefficient of linear expansion of the metal is 2.0xx10^(-6) per .^(@)C and the coefficient of cubical expansion of the liquid is 6.0xx10^(-6) per .^(@)C . On heating the vessel

Two vessel connected by a pipe with a sliding plug contain mercury. In one vessel, the height of murcury column is 39.2 cm and its temperature is 0^@ C , while in the other, the height of mercury column is 40 cm and its temperature is 100^@ C . Find the coefficient if cubical expansion for mercury. The volume of the connecting pipe should be neglected.

Two vessel connected by a pipe with a sliding plug contain mercury. In one vessel, the height of murcury column is 39.2 cm and its temperature is 0^@ C , while in the other, the height of mercury column is 40 cm and its temperature is 100^@ C . Find the coefficient if cubical expansion for mercury. The volume of the connecting pipe should be neglected.

If on heating liquid through 80^(@)C , the mass expelled is (1/100)^(th) of mass still remaining , the coefficient of apparent expansion of liquid is

If on heating liquid through 80^(@)C , the mass expelled is (1//100)^(th) of mass still remaining, the coefficient of apparent expansion of liquid is