m' mass of ice at `0^(@)C` is put in same mass of water. Find the temperature of water needed just to melt the ice completely.

Equal masses of ice (at 0^@C) and water are in contact. Find the temperature of water needed to just melt the complete ice.

Equal masses of ice (at 0^@C) and water are in contact. Find the temperature of water needed to just melt the complete ice.

For same mass of water and ice, why ice floats over water?

A calorimeter of mass m contains an equal mass of water in it. The temperature of the water and clorimeter is t_(2).A block of ice of mass m and temperature t_(3)lt0^(@)C is gently dropped into the calorimeter. Let C_(1),C_(2) and C_(3) be the specific heats of calorimeter, water and ice respectively and L be the latent heat of ice. The whole maxture in the calorimeter becomes ice if

A calorimeter of mass m contains an equal mass of water in it. The temperature of the water and clorimeter is t_(2).A block of ice of mass m and temperature t_(3)lt0^(@)C is gently dropped into the calorimeter. Let C_(1),C_(2) and C_(3) be the specific heats of calorimeter, water and ice respectively and L be the latent heat of ice. The whole mixture in the calorimeter becomes water if

A calorimeter of mass m contains an equal mass of water in it. The temperature of the water and clorimeter is t_(2).A block of ice of mass m and temperature t_(3)lt0^(@)C is gently dropped into the calorimeter. Let C_(1),C_(2) and C_(3) be the specific heats of calorimeter, water and ice respectively and L be the latent heat of ice. Water equivalent of calorimeter is