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 line):
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 line):
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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![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 line):](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3ede7bb7-4c19-4f2a-9176-70f6231ab0a0%2F7e253e91-09e1-40f7-b3a9-a01f24a2ea42%2Fvbs6ud5_processed.png&w=3840&q=75)
Transcribed Image 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 line):
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