A liquid `A` of specific heat `0.5` at `60^(@)C` is mixed with another liquid `B` of specific heat `0.3` at `20^(@)C`. After mixing, the resultant temperature of the mixture is `30^(@)C`. The ratio of masses of `A` and `B` respectively is

A liquid of specific heat 0.5 cal/ g^(0) c at 60^(0) C, is mixed with another liquid of specific heat 0.3 cal/ gm^(0) c at 20^(0) C. After mixing, the temperature of the mixture becomes 30^(0) C. In what proportion by weight are the liquids mixed ?

A liquid at 25^(@)C , of specific heat "0.48 cal. G"^(-1).^(@)C^(-1) , is mixed with another liquid at 10^(@)C of specific heat "0.36 cal. g"^(-1).^(@)C . If the final temperature of the mixture is 20^(@)C , find the mass ratio of the two liquid in the mixture.

How many grams of liquid of specific heat 0.2 at temperature 40^(@)C must be mixed with 100 gm of a liquid of specific heat of 0.5 at temperature 20^(@)C , so that the final temperature of the mixture becomes 32^(@)C

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 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

How many grams of a liquid of specific heat 0.2 at a temperature 40^(@)C must be mixedwith 100 gm of a liquid of specific heat of 0.5 at a temperature 20^(@)C , so that the final temperature of the mixture becomes 32^(@)C