Two bodies of equal masses are heated at a uniform rate under identical conditions. The change in temperature in the two cases in shown graphically. What are their melting points?
Find the ratio of their specific heats and latent heats.

Two bodies of equal masses are heated at a uniform rate under identical conditions. The change in temperature in the two cases is shown graphically. The ratio of their specific heats in the solid state is

Two bodies of equal masses are heated at a uniform rate under identical conditions. The change in temperature in the two cases is shown graphically. The ratio of their specific heats in the solid state is

Two bodies of equal mass m are heated at a uniform rate under identical condition. Their change in temperature are shown. Then (i) The ratio of melting point of the substances is 1.5 (ii) the ratio of their latent heats is 0.75 (iii) the ratio of specific heat of two substances is 0.33 in solid state (iv) the ratio of specific heat of two substances is 2 in liquid state.

Two different metal bodies A and B of equal mass are heated at a uniform rate under similar conditions. The variation of temperature of the bodies is graphically represented as shown in the figure. The ratio of specific heat capacities is :

Find the ratio of two molar specific heats for a diatomic gas .

Explain the importance of the ratio of the two specific heats of a gas.

Two solid bodies of equal mass m initially at T = 0^(@)C are heated at a uniform and same rate under identical conditions. The temperature of the first object with latent heat L_(1) and specific heat capacity in solid state C_(1) changes according to graph 1 on the diagram. the temperature of the second object withe latent heat L_(2) and specific heat capacity in solid state C_(2) changes according to graph 2 on the diagram. based on what is shown on the graph, the latent heat L_(1) and L_(2) and the specific heat capacities C_(1) and C_(2) in solid state obey which of the following relationships?

Two bodies of different materials but of equal mass are heated at uniform rate under identical conditions from 0^(@)C one body start melting at 60^(@)C after heating for 2 minutes while the other start melting at 40^(@)C after heating for 4 minutes. the ratio of their specific heats is