A long mercury glass tube with a uniform capillary bore has in it a thread of mercury which is `1m` long at `0^(@)C` . What will be its length at `100^(@)C` if the real coefficient of expansion of mercury is `0.000182` and coefficient of cubical expansion of glass equal to `0.000025` ?

A long mercury glass tube with a uniform capillary bore has in it a thread of mercury which is 1m long at 0^(@) C . What will be its length at 100^(@) C if the real coefficient of expansion of mercury is 0.000182^(@) C^(-1) and coefficient of cubical expansion of glass equal to 0.000025^(@) C^(-1) .

A long glass tube of uniform capillary bore contains a thread of mercury which at 0°C is 1m long at 100^(@) C . It is 15.5 mm longer. If the coefficient of real expansion of mercury is 1.82 xx 10^(-4) per ""^(@) C , what is coefficient of expansion of glass? (in 10^(-6)//""^(@) C )

Explain the statement- "The coefficient of real expansion of mercury is 0.00018l^@C . "

A barometer with a brass scale correct at 0^(@)C reads 70 cm of mercury on a day when the air temperature is 40^(@)C . The correct reading at 0^(@)C is (Coefficient of real expansion of mercury is 0.00018//^(@)C and the coefficient of linear expansion of brass is 0.000018//^(@)C .

A thin long glass tube of uniform cross-section contains 1 m long mercury thread at 0^(@)C. At 100^(@)C , the mercury thread increases by 16.5 mm. If the coefficient of real expansion of mercury is 0.000182^(@)C^(-1) , find the coefficient of linear expansion of glass.

A pyknometer weight 40 g when empty and 1040g when filled with mercury at 0^(@)C . On heating to 100^(@)C , 10 g of mercury overflows. If the coefficient of real expansion of mercury is 0.0002//^(@)C , the coefficient of expansion of glass is

A weight thermometer contains 500 gram of mercury at 0^@C . What mass of mercury will overflow if the temperature is raised up to 100^@ C . Co-efficient of real expansion of mercury is 0.00018//^@C . Co -efficient of linear expansion of glass is 0.00001//^@C .