Calculating Change in Internal Energy: Work and Heat in an Insulated System

AI Thread Summary
The discussion revolves around calculating the change in internal energy of an insulated system that does 930 J of work and absorbs 3.35 Kcal of heat. The formula used is U = Q - W, where Q represents the heat absorbed and W is the work done by the system. Participants clarify that Q is indeed 3.35 Kcal, which must be converted to Joules for accurate calculations. After converting, the internal energy change is calculated as U = 14022.604 J - 930 J, resulting in a final value of 13092.604 J. The conversions and calculations are confirmed to be correct by other participants in the discussion.
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930.J of work are done by an insulated system that absorbs 3.35Kcal of heat. What is the change in the internal energy of the system?

Ok so I don't quite understand this. I know that U=Q-W. but I do I just do 3.35Kcal minus W? This just doesn't seem right.
 
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I can't see why it could be wrong. Why do you suspect so?
 
You don't know W?
Or is the doubt about signs.
Well is it that the book gives some different answer than what you got?
 
I wasn't sure if Q=3.35Kcal. Does it equal only that? And I don't even know what the answer is supposed to be, its just usually all our problems are more difficult that i didn't know if there was something else to it.
 
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yes, Q = 3.35 kcal , positive because it is Energy absorbed by this "system".
The Work done by the system takes Energy out of the system, so it's subtracted. You can't subtract Joules from kcal ... convert one of them!
 
Ok so what I've got is 3.35kcal=3350cal=3350cal*1J/.289cal=14022.604J
Then U=14022.604J-90J=13092.604J and this is my change in internal energy.
Is this correct
 
Your conversions seem alright to me, I don't see how that could be incorrect...
 
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