{:(,"Column A",,,"Column B"),(A.,"Specific heat of water","()",a.,250 cal//g^(@)C),(B.,"Latent heat of fusion of ice","()",b.,0^(@)C),(C.,"Latent heat of vapourisation of Water","()",c.,100^(@)C),(D.,"Temperature at which melting of ice starts under normal atmospheric pressure","()",d.,1 cal//g^(@)C),(E.,"Temperature at which boiling of water starts under normal atmospheric pressure","()",e.,80 cal//g^(@)C),(,,,f.,540 cal//g^(@)C):}

{:(,"Column A",,,"Column B"),(A.,"Specific heat of water","()",a.,250

1.	{:(,"Column A",,,"Column B"),(A.,"Specific heat of water","()",a.,250 cal//g^(@)C),(B.,"Latent heat of fusion of ice","()",b.,0^(@)C),(C.,"Latent heat of vapourisation of Water","()",c.,100^(@)C),(D.,"Temperature at which melting of ice starts under normal atmospheric pressure","()",d.,1 cal//g^(@)C),(E.,"Temperature at which boiling of water starts under normal atmospheric pressure","()",e.,80 cal//g^(@)C),(,,,f.,540 cal//g^(@)C):}
Answer» Solution :The value of specific heat of water is 1 CAL. `g-1^(@)C-1`. The latent heat of fusion of ice is 80 `"cal"//g^(@)C`. The latent heat of vapourization of water is 540 `"cal"//g^(@)C`. Ice MELTS at `0^(@)C` Water boils at `100^(@)C`.