Let h(x) be given by the graph. (a). List all of the zeros of h(x). For each zero, determine if it is of even or odd degree.  ..... is a zero off    odd/even ..... is a zero of.    odd/even ..... is a zero of.   odd/even ...... is a zero of.  odd/even b/ Look at the end behavior of h(x). Is

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Let h(x) be given by the graph.

(a). List all of the zeros of h(x).
For each zero, determine if it is of even or odd degree.

 ..... is a zero off    odd/even

..... is a zero of.    odd/even

..... is a zero of.   odd/even

...... is a zero of.  odd/even

b/ Look at the end behavior of h(x). Is the degree of h(x) even or odd? Justify.

c/ Write a possible equation for h in factored form. Include if the leading term has a positive or negative coefficient.

You may assume that zeros of odd degree are degree 1 and of even degree are degree 2.

 

please help me with them all

gree.
gree.
h(x)
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X
Transcribed Image Text:gree. gree. h(x) xten X
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