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This problem will require you to upload images of your work for credit. Label this "Problem C." I have a bowl of warm water (2 kg at 40 C) and I plop 0.5 kg of dry ice into it to produce that cool Halloween fog! The dry ice immediantly sucks heat out of the water and sublimates into a gas. Once all the CO, has left. will some of the water be frozen? Justify, in your work, the answer you choose. (Note: The specific heat of liquid water is 4182 and the latent heat of sublimalon of dry ice is 199.000 kg kg 'C O Yes, my math shows that the final temperature of the water wants to go below 0 degrees. Therefore, some will freeze, O No, my math shows the final temperature of the water will be greater than 0 degrees,

This problem will require you to upload images of your work for credit. Label this "Problem C." I have a bowl of warm water (2 kg at 40 C) and I plop 0.5 kg of dry ice into it to produce that cool Halloween fog! The dry ice immediantly sucks heat out of the water and sublimates into a gas. Once all the CO, has left. will some of the water be frozen? Justify, in your work, the answer you choose. (Note: The specific heat of liquid water is 4182 and the latent heat of sublimalon of dry ice is 199.000 kg kg 'C O Yes, my math shows that the final temperature of the water wants to go below 0 degrees. Therefore, some will freeze, O No, my math shows the final temperature of the water will be greater than 0 degrees,

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**Title: Problem C: The Effect of Dry Ice on Water Temperature** **Problem Statement:** This problem will require you to upload images of your work for credit. Label this "Problem C." I have a bowl of warm water (2 kg at 40°C) and I plop 0.5 kg of dry ice into it to produce that cool Halloween fog! The dry ice immediately sucks heat out of the water and sublimates into a gas. Once all the CO₂ has left... will some of the water be frozen? Justify, in your work, the answer you choose. (Note: The specific heat of liquid water is \( 4182 \, \frac{J}{\text{kg} \cdot °C} \) and the latent heat of sublimation of dry ice is \( 199,000 \, \frac{J}{\text{kg}} \).) **Options:** - ○ Yes, my math shows that the final temperature of the water wants to go below 0 degrees. Therefore, some will freeze. - ○ No, my math shows the final temperature of the water will be greater than 0 degrees.
Transcribed Image Text:**Title: Problem C: The Effect of Dry Ice on Water Temperature** **Problem Statement:** This problem will require you to upload images of your work for credit. Label this "Problem C." I have a bowl of warm water (2 kg at 40°C) and I plop 0.5 kg of dry ice into it to produce that cool Halloween fog! The dry ice immediately sucks heat out of the water and sublimates into a gas. Once all the CO₂ has left... will some of the water be frozen? Justify, in your work, the answer you choose. (Note: The specific heat of liquid water is \( 4182 \, \frac{J}{\text{kg} \cdot °C} \) and the latent heat of sublimation of dry ice is \( 199,000 \, \frac{J}{\text{kg}} \).) **Options:** - ○ Yes, my math shows that the final temperature of the water wants to go below 0 degrees. Therefore, some will freeze. - ○ No, my math shows the final temperature of the water will be greater than 0 degrees.
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