Question: The function s(I) = 2:* - 33x* + 108:1 - 1 has one local minimum and one local maximum. Graph the function on your calculator

The function s(I) = 2:* - 33x* + 108:1 - 1 hasThe function s(I) = 2:* - 33x* + 108:1 - 1 has
The function s(I) = 2:* - 33x* + 108:1 - 1 has one local minimum and one local maximum. Graph the function on your calculator to estimate these local extrema and the intervals on which s is increasing and decreasing. s(x) has a local maximum of ate = s(x ) has a local minimum of at c = s(x) is increasing on the interval(s): s() is decreasing on the interval(s):A patient has an illness that typically lasts about 24 hours. The temperature, 7, in degrees Fahrenheit, of the patient t hours after the illness begins is given by: T(t) = - 0.0184- + 0.4104t + 97.6. Round all answers to 1 decimal place. When does the patient's temperature reach it maximum value? Answer: After Select an answer v What is the patient's maximum temperature during the illness? Answer: Select an

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