1. Graph a function f(x), with the following properties. Label the y-intercept and all zeros and turning points. f(x)20 when x e[- 5,- 1], [3, ) • f(x)


1. Graph a function f(x), with the following properties. Label the y-intercept and all zeros and<br>turning points.<br>f(x)20 when x e[- 5,- 1], [3, )<br>• f(x) < 0 when x e(- 0,- 5), (-1,3)<br>• f(x) is increasing when x e(- 0o,- 3), (1, 0)<br>• f(x) is decreasing when x e(-3, 1)<br>• Pick your own

Extracted text: 1. Graph a function f(x), with the following properties. Label the y-intercept and all zeros and turning points. f(x)20 when x e[- 5,- 1], [3, ) • f(x) < 0="" when="" x="" e(-="" 0,-="" 5),="" (-1,3)="" •="" f(x)="" is="" increasing="" when="" x="" e(-="" 0o,-="" 3),="" (1,="" 0)="" •="" f(x)="" is="" decreasing="" when="" x="" e(-3,="" 1)="" •="" pick="" your="" own="" "a"="" value.="" x-intercepts:="" turning="" points="" at:="" sign="" diagram="" (or="" number="">

Jun 05, 2022
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