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he absoi alues Of Ival. (x) = -x² + 9x - 18, 6sxs3 absolute maximum is at x=- absolute minimum is 0 at 3 and 0 at x= 6 absolute maximum is 11 at x=; absolute minimum is 0 at 3 and 0 at x = 6 153 at x=; absolute minimum is 0 at 3 and 0 at x= 6 absolute macimum is 13 ahsolute maximum is 11 ahsolute minimum is 0 at 3 and 0 at x = 6 9/2 in

he absoi alues Of Ival. (x) = -x² + 9x - 18, 6sxs3 absolute maximum is at x=- absolute minimum is 0 at 3 and 0 at x= 6 absolute maximum is 11 at x=; absolute minimum is 0 at 3 and 0 at x = 6 153 at x=; absolute minimum is 0 at 3 and 0 at x= 6 absolute macimum is 13 ahsolute maximum is 11 ahsolute minimum is 0 at 3 and 0 at x = 6 9/2 in

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter7: Distance And Approximation
Section7.1: Inner Product Spaces
Problem 15BEXP
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Find the absolute extreme values of the function on the interval. g(x) = -x2 + 9x - 18, 6 s x s 3 absolute maximum is 9 ; absolute minimum is 0 at 3 and 0 at x = 6 at x= 11 ; absolute minimum is 0 at 3 and 0 at x =6 absolute maximum is at x= 153 at x = 9. absolute maximum is 5; absolute minimum is 0 at 3 and O at x = 6 13 at x= 11 absolute maximum is ; absolute minimum is 0 at 3 and 0 at x = 6
Transcribed Image Text:Find the absolute extreme values of the function on the interval. g(x) = -x2 + 9x - 18, 6 s x s 3 absolute maximum is 9 ; absolute minimum is 0 at 3 and 0 at x = 6 at x= 11 ; absolute minimum is 0 at 3 and 0 at x =6 absolute maximum is at x= 153 at x = 9. absolute maximum is 5; absolute minimum is 0 at 3 and O at x = 6 13 at x= 11 absolute maximum is ; absolute minimum is 0 at 3 and 0 at x = 6
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