a).   List ALL the zeros of h(x).:-2,3 (b).  List all zeros of p(x) of EVEN multiplicity. How can you tell if the zeros are of EVEN multiplicity? (c).  List all zeros of p(x) of ODD multiplicity. How can you tell if the zeros are of ODD multiplicity?

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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  1. a).   List ALL the zeros of h(x).:-2,3

  2. (b).  List all zeros of p(x) of EVEN multiplicity.

    How can you tell if the zeros are of EVEN multiplicity?

  3. (c).  List all zeros of p(x) of ODD multiplicity. How can you tell if the zeros are of ODD multiplicity?

  4. (d).  Is p(x) of even degree, of odd degree, or not enough information to know? Justify completely to receive any credit.

  5. (e).   Is the coefficient on the leading term of p(x) positive, negative, or not enough infor- mation to know? Justify completely to receive any credit.

  6. (f).  Fill-in the following blanks:
    Asx!•,p(x)! . Asx!•,p(x)! .

  7. (g).Use your answers in (a)-(f) to write one possible equation for p(x). Verify your equation by graphing it  and checking that it has the same behavior at the zeros and ends. If it does not, observe the differences and what you need to change.

  8. (h). Why are there other possible equations for p(x) given the information collected from the graph?

by this graph. Assume the zeros of p(x) occur at
artial credit on (a)-(f).
2
1
4
plicity.
Itiplicity?
Transcribed Image Text:by this graph. Assume the zeros of p(x) occur at artial credit on (a)-(f). 2 1 4 plicity. Itiplicity?
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