A pot of warm soup, with an internal temperature of 112° Fahrenheit, was taken off the stove to cool in a 70°F room. After 17 minutes, the internal temperature of the soup was 91°F. Using Newton's Law of Cooling, T(t) = 42e-0.040773+ + 70 models this situation. A. To the nearest whole number, how long will it take the soup to cool to 75°F? It will take Select an answer to cool to 75°F. B. To the nearest whole number, what will the temperature be after 1 and a half hours? The temperature will be Select an answer after 1 and a half hours.
A pot of warm soup, with an internal temperature of 112° Fahrenheit, was taken off the stove to cool in a 70°F room. After 17 minutes, the internal temperature of the soup was 91°F. Using Newton's Law of Cooling, T(t) = 42e-0.040773+ + 70 models this situation. A. To the nearest whole number, how long will it take the soup to cool to 75°F? It will take Select an answer to cool to 75°F. B. To the nearest whole number, what will the temperature be after 1 and a half hours? The temperature will be Select an answer after 1 and a half hours.
Chapter6: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 31PT: A bottle of soda with a temperature of 71 Fahrenheit was taken off a shelf and placed ina...
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![A pot of warm soup, with an internal temperature of 112° Fahrenheit, was taken off the stove to cool in a 70°F room.
After 17 minutes, the internal temperature of the soup was 91°F.
Using Newton's Law of Cooling, T(t) = 42e-0.040773+ + 70 models this situation.
A. To the nearest whole number, how long will it take the soup to cool to 75°F?
It will take
Select an answer to cool to 75°F.
B. To the nearest whole number, what will the temperature be after 1 and a half hours?
The temperature will be
Select an answer after 1 and a half hours.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5cf07de5-d606-4ec7-844d-5919a39eb2de%2F0cd208e1-b9f9-457f-a18c-5d2b703e501e%2Fqaa5nkb_processed.png&w=3840&q=75)
Transcribed Image Text:A pot of warm soup, with an internal temperature of 112° Fahrenheit, was taken off the stove to cool in a 70°F room.
After 17 minutes, the internal temperature of the soup was 91°F.
Using Newton's Law of Cooling, T(t) = 42e-0.040773+ + 70 models this situation.
A. To the nearest whole number, how long will it take the soup to cool to 75°F?
It will take
Select an answer to cool to 75°F.
B. To the nearest whole number, what will the temperature be after 1 and a half hours?
The temperature will be
Select an answer after 1 and a half hours.
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