A mixture containing 22.9 of ice (at exactly 0.00 ) and 76.4 of water (at 59.7 ) is placed in an insulated container. Assuming no loss of heat to the surroundings, what is the final temperature of the mixture?
45.9 ∘C |
35.7 ∘C |
27.5 ∘C |
51.0 ∘C |
latent heat of fusion of ice = 334J/g-c^0
heat capacity of
water =
4.184J/g-C^0
heat capacity of
ice
= 2.108J/g-C^0
Heat gain of ice = heat lose of hot water
latent heat of ice at 0^0c to convert into water at 0^0c + heat
energy of water convert to 0^0c to
final temperature t = cooling of hot water from 59.7 to final temp
is t
22.9*334 + 22.9*4.184*(t-0) = 76.4*4.184*(59.7-t)
t = 27.5^0c
27.50C >>>>answer
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