It's a direct translation from italian, forgive the mistakes:
A container with thermically insulating walls has 2 parts, part A which contains a m(A)=1230 g of water at a temperature of 15.6 degrees Celsius, and part B which contains a m(B)=830 g of ice at a temp. of 0 degrees Celsius. The two parts are divided by an insulating plate.
If the insulating plate is removed, what is the final temperature of the system?What is the heat exchanged between water and ice?
(latent heat of fusion for ice: r=79.7 cal/g)
PS. I think I managed to do it by bringing the water to 0 degrees, but I do not understand why I should do that. Though, it's the only way I managed to do it.
I tried to solve it considering the final temperature as an unknown quantity, but then the unknown quantities were two, with only one equation.
Please give me a method to understand what the final temperature is without me guessing it at first.
Thanks!
2007-03-31
20:59:31
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2 answers
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asked by
fluvly
2