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Published byFerdinand Bailey Modified over 8 years ago
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Imagine you have 50.0 grams of 20°C water in one cup and 100. grams of 20°C water in another cup. Which sample has water molecules with a greater average kinetic energy? Which will require more energy to raise its temperature by 10°C? If the same amount of energy were added to these two water samples, which would get warmer?
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Imagine that you mix 50.0 grams of 20°C water with 50.0 grams of 100°C water. What would happen to the average kinetic energy of the “warm” (100°C) water molecules? What would happen to the average kinetic energy of the “cool” (20°C) water molecules? What is the process, on a molecular level, by which this energy transfer takes place? What will be the final temperature of the mixture?
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Imagine that you mix 50.0 grams of 20°C water to 100.0 grams of 100°C water. What will be the final temperature of the mixture? (Hint – this is a weighted average problem, right?)
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Finally, imagine that you mix 50.0 grams of 20°C water with 50.0 grams of 100°C copper. What would happen to the average kinetic energy of the “warm” (100°C) copper atoms? What would happen to the average kinetic energy of the “cool” (20°C) water molecules? What is the process, on a molecular level, by which this energy transfer takes place?
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Finally, imagine that you mix 50.0 grams of 20°C water with 50.0 grams of 100°C copper. Something you may not know: the final temperature of the copper-water “system” will NOT be equal to 60°C. Make a prediction: Do you expect the final temperature will be greater than or less than 60°C? LET’S DO IT!
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Finally, imagine that you mix 50.0 grams of 20°C water with 50.0 grams of 100°C copper. What does this mean about the capacity for water to take in heat energy compared to the capacity for copper to release that energy? Without any additional information, could you have predicted the final temperature of the water/copper “system”?
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