3-t Let F(x) = √² + 40 (a) Find the value of a where F obtains its maximum value. x = dt for -∞0 < x < +∞o (b) Find the intervals over which is only increasing or decreasing. Use interval notation using U for union and enter "none" if no interval. Intervals where F is increasing: Intervals where I' is decreasing: (c) Find open intervals over which is only concave up or concave down. Use interval notation using U for union and enter "none" if no interval. Intervals where F is concave up: Intervals where is concave down:

Trigonometry (MindTap Course List)
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Author:Ron Larson
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ChapterP: Prerequisites
SectionP.5: Functions
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3-t
Let F(x) = √² + 40
(a) Find the value of a where F obtains its maximum value.
x =
dt for -∞0 < x < +∞o
(b) Find the intervals over which is only increasing or decreasing. Use interval notation using U for union and enter "none" if no interval.
Intervals where F is increasing:
Intervals where I' is decreasing:
(c) Find open intervals over which is only concave up or concave down. Use interval notation using U for union and enter "none" if no interval.
Intervals where F is concave up:
Intervals where is concave down:
Transcribed Image Text:3-t Let F(x) = √² + 40 (a) Find the value of a where F obtains its maximum value. x = dt for -∞0 < x < +∞o (b) Find the intervals over which is only increasing or decreasing. Use interval notation using U for union and enter "none" if no interval. Intervals where F is increasing: Intervals where I' is decreasing: (c) Find open intervals over which is only concave up or concave down. Use interval notation using U for union and enter "none" if no interval. Intervals where F is concave up: Intervals where is concave down:
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