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
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
Problem 1RQ
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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
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