[" 8) ture liquids A mod "B" hour s.M.C in ratio "2:3" if then "],[" Heat capacity is some then ratio of thell darsines is "-]

Two liquids A and B of equal volumes have their specific heats in the ration 2 : 3 . If they have same thermal capacity, then the ratio of their densities is

The ratio of specific heats of two liquids is 1:2 . If the two liquids at different temperature are mixed in the ratio 2:3 of their masses, then what will be the ratio of changes in their temperatures?

The density of two identical spheres are in the ratio 2:3 and their specific heat capacities in the ratio 4:5 wha is the ratio of their heat capacities?

The density of two spheres of equal radius are in the ratio 1:3 and their specific heat capacities in the ratio 2:1 what is the ratio of their heat capacities?

Densities of two substances are in the ratio 3:5. If the ratio of their thermal capacities per unit volume is 12:25 then the ratio of their specific heats is

The ratio of vapour pressures of two liquids A and B in pure state are 1:2. If the two liquids are mixed and the ratio of their mole fraction in vapour phase are 2:1, the liquids A and B were mixed in the ratio of their mole: a)1 : 2 b)2 : 1 c)4 : 1 d)1 : 4

The ratio of the densities of the two liquid is 2:3 and the ratio of their specific heats is 3:2. what will be the ratio of their thermal heat capacities, when same volume of both liquids are taken?

Two spheres of the same metal have radii in the_ratio 1 : 2 Their heat capacities are in what ratio

The specific heat capacities of three liquids A, B and C are in the ratio, 1 : 2 : 3 and the masses of the liquids are in the ratio 1 : 1 : 1. The temperatures of the liquids A, B and C are 15" "^(@)C, 30" "^(@)C " and 45 "^(@)C , respectively. Then matched the resultant temperature of the mixture given in list-II with the corresponding mixture given in list-I.