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Topic: Determination of the final temperature inside a calorimeter  (Read 6204 times)

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soaring206

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Determination of the final temperature inside a calorimeter
« on: December 08, 2004, 08:04:28 PM »
Okay, I'm working on some pchem problems and I'm stuck on this one question...

A 5.33g piece of Cu metal is heated to 372.85K in boiling water, then dropped into a calorimeter containing 99.53g of water at 295.75K.  The calorimeter is sealed to the outside environment, and the temperature equalizes.  Cp[Cu(s)]=0.385 J/g*K, Cp[water]=4.184 J/g*K.  What is the final temperature inside the system?  What is the entropy change of the Cu metal?  What is the entropy change of the liquid water?  What is the total entropy change in the system?

I have absolutely no idea how to find the final temp of the system.  Once I have that temp, I think I can figure out the entropy changes, but if someone could point me in the right direction for finding the final temperature, that would be great.  Thank you in advance!

Demotivator

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Re:Determination of the final temperature inside a calorimeter
« Reply #1 on: December 08, 2004, 10:04:16 PM »
q = qobj + qcal + qw = 0  q is heat, net change is zero since the all the heat is contained in the system.

qobj = mobj x Cobj ( Tf - Tobj )  where qobj will be negative, because the hot object will lose heat to the calorimeter and water.

qcal = Ccal ( Tf - Ti )    If  there is no value given for Ccal,  ignore it.
qw = mw x Cw ( Tf - Ti )

soaring206

  • Guest
Re:Determination of the final temperature inside a calorimeter
« Reply #2 on: December 08, 2004, 10:17:08 PM »
Thank you so much!

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