Two liquids are at temperatures `20^@C and 40^@C`. When same mass of both of them is mixed, the temperature of the mixture is `32^@C`. What is the ratio of their specific heats?

Temperature of two liquids are 80^(@)C and 20^(@)C . When they are mixed in the mass ratio of 8:5 , the temperature of the mixture becomes 60^(@)C . Find the ratio of their specific heats.

Two liquids are at 40^@ C and 30^@ C . When they are mixed in equal masses, the temperature of the mixture is 36^@ C . Ratio of their specific heats is

Two liquids are at 40^(@)Cand30^(@)C . When they are mixed in equal masses, the temperature of the mixture is 36^(@)C . Ratio of their specific heats is

Equal masses of two liquid- one at 20^(@)C and other at 40^(@)C are mixed together.The temperature of the mixture is 32^(@)C . The ratio of their specific heats is

Two liquids A and B are at 30^@C and 20^@C , respectively When they are mixied in equal masses, the temperature of the mixture is found to be 26^@C . The ratio of their specific heat is

Two liquids A and B are at 30^@C and 20^@C , respectively When they are mixied in equal masses, the temperature of the mixture is found to be 26^@C . The ratio of their specific heat is

Two liquids A and B are at 30^@C and 20^@C , respectively When they are mixied in equal masses, the temperature of the mixture is found to be 26^@C . The ratio of their specific heat is