(a) A function f is increasing on (a, b) if whenevera<x1 < x2 < b.(b) A function f is

Chapter 4, Problem 1

(choose chapter or problem)

(a) A function f is increasing on (a, b) if _______ whenever $a<x_{1}<x_{2}<b$.

(b) A function f is decreasing on (a, b) if _______ whenever $a<x_{1}<x_{2}<b$.

(d) If f” (a) exists and f has an inflection point at $x=a$, then f” (a) _______ .

Equation Transcription:

$a\ <\ {x}_{1}\ <\ {x}_{2}\ <\ b$

$x\ =\ a$

Text Transcription:

a < x_1 < x_2 < b

x = a

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