Absolute Extrema on Finite Closed Intervals In Exercises 21–36, find the absolute maximum and minimum values of each function on the given interval. Then graph the function. Identify the points on the graph where the absolute extrema occur, and include their coordinates. 27. h(x) = Vx, -1 < x< 8

Algebra & Trigonometry with Analytic Geometry
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ISBN:9781133382119
Author:Swokowski
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Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.2: Exponential Functions
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Absolute Extrema on Finite Closed Intervals
In Exercises 21–36, find the absolute maximum and minimum values
of each function on the given interval. Then graph the function. Identify
the points on the graph where the absolute extrema occur, and include
their coordinates.
Transcribed Image Text:Absolute Extrema on Finite Closed Intervals In Exercises 21–36, find the absolute maximum and minimum values of each function on the given interval. Then graph the function. Identify the points on the graph where the absolute extrema occur, and include their coordinates.
27. h(x) = Vx, -1 < x< 8
Transcribed Image Text:27. h(x) = Vx, -1 < x< 8
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