A beaker is completely filled with water at `4^(@)C.` It will overflow if

Assertion : A beaker is completely filled with water at 4^(@)C . It will overflow, both when heated or cooled. Reason : There is expansion of water below and above 4^(@)C .

Statement I: A beaker is completely filled with water at 4^(@)C . It will overflow, both when heated or cooled. Statement II : There is expansion of water below and above 4^(@)C .

A container is filled with water at 4^@C . The water will overflow if the temperature of water is :

A beaker is filled to the brim with water at 4^(@)C . What will you notice if the temperature is (i) increased and (ii) decreased?

One litre glass bottle is completely filled with water at 25^@C . If the bottle and water both are heated to 75^@C , then the volume of water that overflows is

A beaker filled with water at 4 .^(@)C over flows if the temperature of water increases or decreases. Explain why?