CQ 13 A hot metal bar has temperature 260°C. The metal bar is placed in a 20°C room where it cools down over time. Use Newton's Law of Cooling as a model for this cooling process. 1. Sketch a graph of the temperature with respect to time. Clearly label key features on the graph. 2. Which of the following statements represents this cooling process? (multiple choice - choose the correct statement) a. The temperature is decreasing at an increasing rate. b. The temperature is decreasing at a decreasing rate. c. The temperature is increasing at an increasing rate. d. The temperature is increasing at a decreasing rate.

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CQ 13
A hot metal bar has temperature 260°C. The metal bar is placed in a 20ºC room
where it cools down over time. Use Newton's Law of Cooling as a model for this
cooling process.
1. Sketch a graph of the temperature with respect to time. Clearly label key features on
the graph.
2. Which of the following statements represents this cooling process?
(multiple choice - choose the correct statement)
a. The temperature is decreasing at an increasing rate.
b. The temperature is decreasing at a decreasing rate.
c. The temperature is increasing at an increasing rate.
d. The temperature is increasing at a decreasing rate.
3. Suppose that when the metal bar reaches a temperature of 130°C, it is cooling
at a rate of 1°C per minute. Construct the model using Newton's Law of
Cooling for the temperature as a function of time.
4. How long did it take for the metal bar to reach a temperature of 130°C?
Transcribed Image Text:CQ 13 A hot metal bar has temperature 260°C. The metal bar is placed in a 20ºC room where it cools down over time. Use Newton's Law of Cooling as a model for this cooling process. 1. Sketch a graph of the temperature with respect to time. Clearly label key features on the graph. 2. Which of the following statements represents this cooling process? (multiple choice - choose the correct statement) a. The temperature is decreasing at an increasing rate. b. The temperature is decreasing at a decreasing rate. c. The temperature is increasing at an increasing rate. d. The temperature is increasing at a decreasing rate. 3. Suppose that when the metal bar reaches a temperature of 130°C, it is cooling at a rate of 1°C per minute. Construct the model using Newton's Law of Cooling for the temperature as a function of time. 4. How long did it take for the metal bar to reach a temperature of 130°C?
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