A calorimeter of water equivalent `100` grams contains `200` grams of water at `10^@ C`. A solid of mass `500` grams at `45^@ C` is added to the calorimeter. If equilibrium temperature is `25^@ C` then, the specific heat of the solid is `("in cal"//g -.^@ C)`.

200 gram of a solid ball at 20^@C is dropped in an equal amount of water at 80^@C . The resulting temperature is 60^@C . This means that specific heat of solid is-

450 g water at 40^(@)C was kept in a calorimeter of water equivalent 50 g 25 g ice at 0^(@)C is added and simultaneously 5 g steam at 100^(@)C was passed to the calorimeter. The final temperature of the calorimeter. Will be (L_(ice)=80 cal // g.L_(steam) =540cal//g)

A calorimeter of water equivalent 15g contains 165g of water at 25^(@)C . Steam at 100^(@)C is passed through the water for some time .The temperature is increased to 30^(@)C and the mass of the calorimeter and its contents is increased by 1.5g Calculate the specific latent heat of vaporization of water. Specific head capacity of water is 1(cal)/g^(@)C .

A calorimeter of water equivalent 15g contains 165g of water at 25^(@)C . Steam at 100^(@)C is passed through the water for some time .The temperature is increased to 30^(@)C and the mass of the calorimeter and its contents is increased by 1.5g Calculate the specific latent heat of vaporization of water. Specific head capacity of water is 1(cal)/g^(@)C .

A calorimeter holds 200 g of water at 10^(@)C . When 50 g of water at 100^(@)C is added to it, the temperature of the mixture becomes 27^(@)C . A metal ball of mass 100 g at 10^(@)C is now added to water, and the final temperature reaches 26^(@)C . Find the specific heat of the metal.

A solid of mass 70 g is heated and dropped in a calorimeter of water equivalent 10 g conaining 116 g of water. If the fall in temperature of the solid is 15 times the rise in temperature of water, find the specific heat capacity of the solid .