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Topic: Heat Energy Problems  (Read 4986 times)

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Offline Summerlover01

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Heat Energy Problems
« on: April 29, 2011, 04:05:30 PM »
I have these two problems for homework in math and i dont know how to solve them

1. 200g of water at 30'C are mixed with 20 g of silver at 350'C. Find the final temperature of the system.

2. 26 g of water at 18'C are mixed with 49 g of water at 70'C. Find the final temperature of the system.

i dont understand what to do, please if you can explain them it would be most appreciated

Offline darko

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Re: Heat Energy Problems
« Reply #1 on: April 29, 2011, 04:25:28 PM »
try with Richmann"s rule:

m1c1(T-T1)=m2c2(T-T2)

1. is it all data you have?
2. c1=c2

Offline Summerlover01

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Re: Heat Energy Problems
« Reply #2 on: April 29, 2011, 06:53:39 PM »
i still dont understand, i need to see steps

Offline hamil

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Re: Heat Energy Problems
« Reply #3 on: May 03, 2011, 10:44:48 AM »
Think about the problem this way.

The heat lost by the silver when it is put into the water must equal the heat gained by the water. We must solve for the final temperature, T, of the water. You must know the specific heat of both the water and silver to solve. Get the data from a table. Specific heat of  AG is .24 and water is 4.18

Heat lost by the silver is (20)(.24)(350 - T)
Heat gained by the water is (200)(4.16)(T-30)

Set the two expressions equal to each other and solve for T.

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