Draw a graph of y= f (x) that matches the following characteristics. Increasing on: -8

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 36E
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3. Draw a graph of y= f (x) that matches the following
characteristics.
Increasing on: -8 < x < -4 and -1<x<5
Decreasing on: –4 <x<-1
f(-8) =-5 and zeroes at x=-6, – 2, and 3
Absolute maximum of 7 and absolute minimum of –5
4. A continuous function has a domain of -7<x<10 and has selected values shown in the table below. The
function has exactly two zeroes and a relative maximum at (-4, 12) and a relative minimum at (5, - 6).
-4 -1
8 (x)S
12| 0
10
-6 0 4
-7
2
5
-2
-5
(a) State the interval on which f (x) is decreasing.
(b) State the interval over which f (x) <0.
Transcribed Image Text:3. Draw a graph of y= f (x) that matches the following characteristics. Increasing on: -8 < x < -4 and -1<x<5 Decreasing on: –4 <x<-1 f(-8) =-5 and zeroes at x=-6, – 2, and 3 Absolute maximum of 7 and absolute minimum of –5 4. A continuous function has a domain of -7<x<10 and has selected values shown in the table below. The function has exactly two zeroes and a relative maximum at (-4, 12) and a relative minimum at (5, - 6). -4 -1 8 (x)S 12| 0 10 -6 0 4 -7 2 5 -2 -5 (a) State the interval on which f (x) is decreasing. (b) State the interval over which f (x) <0.
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