A liquid of mass m and specific heat c is heated to a temperature 2t.Another liquid of mass (m/2) and specific heat 2c is heated to a temperature t.If these two liquids are mixed, the resulting temperature of the mixture is
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energy of first liquid + energy of 2nd liquid = energy of mixed liquid of 1st and 2nd
energy of first liquid = mc × 2t = mc2t
energy of 2nd liquid = (m/2)(2c)t = mct
specific heat of mixture, C = (mc + m/2 × 2c)/(m + m/2) = 2mc/(3m/2) = 4c/3
Let resulting temperature of mixture is T
then, energy of mixture = (m + m/2) × (4c/3) × T
now, 2mct + mct = (3m/2) × (4c/3) × T
or, 3mct = 2mc × T
or, T = 3t/2
hence , resulting temperature of mixture is 3t/2.
energy of first liquid = mc × 2t = mc2t
energy of 2nd liquid = (m/2)(2c)t = mct
specific heat of mixture, C = (mc + m/2 × 2c)/(m + m/2) = 2mc/(3m/2) = 4c/3
Let resulting temperature of mixture is T
then, energy of mixture = (m + m/2) × (4c/3) × T
now, 2mct + mct = (3m/2) × (4c/3) × T
or, 3mct = 2mc × T
or, T = 3t/2
hence , resulting temperature of mixture is 3t/2.
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