A sphete of deamrter 7.0 cm and mass 266...

A sphete of deamrter 7.0 cm and mass 266.5 g float in a bath of liquid. As the temperature is raised, the sphere begins to sink at a temperature of `35^@ C`. If the density of liqued is `1.527 g cm^(-3)` at` 0^@C`, find the coeffiecient of cubical expamsion of the liquid. Neglect the expansion of the sphere.

`8.486xx10^(-3).^(@)C`

`8.48xx10^(-4).^(@)C`

`8.486xx10^(-5).^(@)C`

`8.486xx10^(-6).^(@)C`

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A sphete of deamrter 7.0 cm and mass 266.5 g float in a bath of liquid. As the temperature is raised, the sphere begins to sink at a temperature of 35^0 c. If the density of liqued is 1.527 g cm^(-3) at 0^c, find the coeffiecient of cubical expamsion of the liquid. Neglect the expansion of the sphere.

A sphere of diameter 8cm and mass 275g floats in a bath of liquid. As the temperature is raised, the sphere begins to sink at a temperature of 40^(0)C . If the density of the liquid is 1.5g//cm^(3) at 0^(0)C , find the coefficient of cubical expansion of the liquid. Neglect the expansion of the sphere

A sphere of radius 3.5 cm and mass 250 gm floats in a liquid at 20^(@)C . As the temperature is raised, the sphere just being to sink at a temperature of 35^(@)C . If the density of liquid at 0^(@)C is 1.527gm//cm^(3) find the coefficient of cubical expansion of the liquid. Neglect expansion of the sphere.

The density of a liquid at 100^(@)C is 8.0g//cm^(3) and at 0^(@)C is 8.4g//cm^(3) , the coefficient of cubical expansion of the liquid is

A sphere of mass 180g and diameter 6 cm floats on the surface of a liquid. When the liquid is heated to 35^(0)C , the sphere sinks in the liquids. If the density of liquid at 0^(0)C is 2 gcm^(-5) . The coefficient of real expansion of liquid is

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A metallic bob weights 50 g in air. If it is immersed in a liquid at a temperature of 25^@ C , it weights 45 g . When the temperature of the liquid is raised to 100^@ C , it weights 45.1 g . Calculate the coefficient of cubical expansion of the liquid. Given that coefficient of cubical expansion of the metal is 12 xx 10^(-6) .^@ C^-1 .

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