If you put a glass of cold soda at 10 degree C on a table outside on a hot summe

Question

If you put a glass of cold soda at 10 degree C on a table outside on a hot summer day when the temperature is 40 degree C, how "hot" will soda get? Use a computer graphing routine to create an accurate plot of the soda's temperature in Celsius as a function of time in minute if it takes the soda 10 minutes to warm up to 325 degree C. If you put a soda at 10 degree C in a refrigerator where the temperature is 5 degree C, how "cool" will it get? Compare the initial rates of heating in situation and cooling in situation. Are they the same or is one larger? Explain!

Explanation / Answer

a. it can become 40 degree

c. 5 degree

d. rate of heat transfer is different in both cases as temperature difference is different

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