Specific heat and possibly latent heat too..

AI Thread Summary
The discussion revolves around a physics homework problem involving the mixing of ice and steam to determine the final temperature. The initial equations used by the student included both latent heat and specific heat, but they struggled with the calculations. After realizing a mistake in their equation setup, they received guidance on correcting the temperature change terms. The conversation highlights the importance of accurate calculations and proper equation formulation in thermodynamic problems. Ultimately, the student expresses gratitude for the assistance in resolving their confusion.
shannon.leigh
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Homework Statement


0.5kg of ice at 0 degrees celcius is mixed with 0.1kg of steam at 100 degrees celcius. what will be the final temperature?


Homework Equations


delta Q= m*c*delta T

and at first i thought delta Q= m*Lf ,but then i changed my mind. . .

The Attempt at a Solution



In my first attempt, i went

Lf*m(of ice) + m*c*(Tf-Ti)(of the now liquid water)=Lv*m(of steam)+ c*m*(Tf-Ti)(of now liquid water)

so 3.34*10^5*0.5 +0.5*4200*(T-0)=2.26*10^6*0.1+4200*0.1*(100-T)
167000+2100T=226000+42000-420T
2520T=435000
T=435000/2520
=172.62
Which is wrong!

so then i got rid of the latent heat and fusion, because i thought they were irrelevant to what i was trying to figure out and went
2100T=42000-420T
T=42000/2520
=16.67
Which is still wrong!

HELP ME PLEASE!

thankyou (:
 
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shannon.leigh said:
167000+2100T=226000+42000-420T
2520T=435000

Do the simplification again, the RHS is not 435000.

ehild
 
Are you serious? I just screwed up the calculations?
Damn my terrible skills with a calculator!
And thankyou thankyou thankyou for pointing that out ehild!
I am forever in your debt. :)
 
To tell the truth, there was a mistake in your equation, but you proceeded all right till the last row.

"Lf*m(of ice) + m*c*(Tf-Ti)(of the now liquid water)=Lv*m(of steam)+ c*m*(Tf-Ti)(of now liquid water)"

The red text should be Ti-Tf.

ehild
 
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