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Equal masses of `3` liquids `A,B` and `C` have temperatures `10^@C, 25^@C` and `40^@C` respectively. If `A` and `B`are mixed, the mixture has a temperature of `15^@C`. If `B` and `C` are mixed, the mixture has a temperature of `30^@ C`. If `A` & `C` are mixed the temperature of the mixture isA. `16^@ C`B. `35^@C`C. `20^@ C`D. `25^@C` |
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Answer» Correct Answer - A When `A` & `B` are mixed, `mS_(A) (5) = mS_(B) (10)` :. `S_(A) = 2 S_(B)` When `B` & `C` are mixed, `mS_(B) (5) = mS_(C) (10)` :. `S_(B)=2S_(C)` So, `S_(A) = 4S_(C)` , When `A` & `B` are mixed `mS_(A) (theta -10) =mS_(C)(40-theta)`. |
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