QUESTION $ 10 \cdot 1 $ POINT
A large object with an initial temperature of 150 degrees Fahrenheit is dropped into the ocean. The current temperature of the ocean water in the area is 77 degrees. The function $ f(t)=C e^{(-k t)}+77 $ represents the situation, where $ t $ is time in minutes, $ C $ is a constant, and $ k $ is a constant.

After 10 minutes the object has a temperature of 120 degrees. After how many minutes will the temperature of the object be equal to 80 degrees? Round your answer to the nearest whole number, and do not include units.
Provide your answer below:

Question

QUESTION $ 10 \cdot 1 $ POINT
A large object with an initial temperature of 150 degrees Fahrenheit is dropped into the ocean. The current temperature of the ocean water in the area is 77 degrees. The function $ f(t)=C e^{(-k t)}+77 $ represents the situation, where $ t $ is time in minutes, $ C $ is a constant, and $ k $ is a constant.

After 10 minutes the object has a temperature of 120 degrees. After how many minutes will the temperature of the object be equal to 80 degrees? Round your answer to the nearest whole number, and do not include units.
Provide your answer below:

Accepted Answer

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Math Question

Solution

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AIR MATH homework app,
absolutely FOR FREE!