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September 16, 2014

September 16, 2014

Posted by **Tia** on Tuesday, December 4, 2007 at 10:45pm.

What was the final temperature of the coins? [One-cent coins are made of a metal alloy - mostly zinc - with a specific heat capacity of 390 J/(kg*K).]

I know that:

Mass,coins=.615 kg

Mass,water=.244 kg

c,coin=390 J/(kg*K)

c,water=418.6 J/(kg*K)

Ti, coins= 100C, 373.15K

Ti, water= 20C, 293.15K

The problem asks for the Tf of the coins, but I'm still missing the Tf of the water...I'm thinking it has something to do with the equilibrium point, but I dont' know that that is!

Heat lost by the coins + heat gained by the water = 0

mass x specific heat x (Tf - Ti) + mass x specific heat x (Tf - Ti) = 0

- PHysics-almost complete! -
**DrBob222**, Tuesday, December 4, 2007 at 11:03pmYou posted this yesterday and I gave you the formula, which you have copied.

I think you have missed the point. For the first

mass x specific heat x (Tf-Ti) , you have mass coins, spcific heat of coins, and Ti of coins.

For the second mass x specific heat x (Tf-Ti) you have

mass water, specific heat water, and Ti of water. That leaves only one unknown, namely, Tfinal which is what you are looking for. Solve the above for Tf. BIG Hint: Won't the Tf of the water be the same as the Tf of the coins. You're putting hot coins in cool water and both will come to some final T. The coins will lose heat, the water will gain heat, and the process of losing and gaining will stop WHEN BOTH ARE THE SAME. That will be Tfinal. Solve for Tfinal.

Post your work if you get stuck.

- PHysics-almost complete! -
**Tia**, Tuesday, December 4, 2007 at 11:38pmok, i thought i had an answer, but it wasn't correct...here was my work...

(.615)(390)(T-373.15)=(.244)(418.6)(T-293.15)=0

T=349.2571663 -> C=76.1071663

When I used that T in the equation it worked... =(

- PHysics-almost complete! -
**DrBob222**, Tuesday, December 4, 2007 at 11:53pmIt's set up right. All you need to do is to solve for T. You can make the numbers a little smaller if you use C instead of K. It's the difference you want and the difference is the same in K or C.

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