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se what you know about The Fundamental Theorem of Algebra and the other theorems you have learned in this module to create two anctions and their graphs. Function 1 Has degree 2, 3, 4, or 5. Has at least 1 zero that has multiplicity of 2. Function 2 Has degree greater than 1. Has at least one zero that is a complex number. ▸ State each function using proper notation and provide a screenshot of each graph. ▸ Write a paragraph answering the following questions about your functions and graphs. ▸ Discuss how you used the ideas of the Fundamental Theorem of Algebra and the other theorems from this module to help you create your functions and graphs, as well as name the real number zeros. Use complete sentences. How many zeros does each of your functions have? Explain. State all the real number zeros of your functions and their multiplicity. If your function has irrational or complex zeros, state how you know that and how many there are

se what you know about The Fundamental Theorem of Algebra and the other theorems you have learned in this module to create two anctions and their graphs. Function 1 Has degree 2, 3, 4, or 5. Has at least 1 zero that has multiplicity of 2. Function 2 Has degree greater than 1. Has at least one zero that is a complex number. ▸ State each function using proper notation and provide a screenshot of each graph. ▸ Write a paragraph answering the following questions about your functions and graphs. ▸ Discuss how you used the ideas of the Fundamental Theorem of Algebra and the other theorems from this module to help you create your functions and graphs, as well as name the real number zeros. Use complete sentences. How many zeros does each of your functions have? Explain. State all the real number zeros of your functions and their multiplicity. If your function has irrational or complex zeros, state how you know that and how many there are

Trigonometry (MindTap Course List)
Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter8: Complex Numbers And Polarcoordinates
Section: Chapter Questions
Problem 1RP: As was mentioned in the introduction to this chapter, Jerome Cardan (Girolamo Cardano) was unable to...
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Theorem explaination. 

Other theroms you can include:

Remainder Theorem, Factor Theorem, Irrartional Root Theorem, and the Complex Root Theorem. 

Ise what you know about The Fundamental Theorem of Algebra and the other theorems you have learned in this module to create two unctions and their graphs. Function 1 Has degree 2, 3, 4, or 5. Has at least 1 zero that has multiplicity of 2. Function 2 Has degree greater than 1. Has at least one zero that is a complex number. ▸ State each function using proper notation and provide a screenshot of each graph. ► Write a paragraph answering the following questions about your functions and graphs. ▸ Discuss how you used the ideas of the Fundamental Theorem of Algebra and the other theorems from this module to help you create your functions and graphs, as well as name the real number zeros. Use complete sentences. How many zeros does each of your functions have? Explain. State all the real number zeros of your functions and their multiplicity. If your function has irrational or complex zeros, state how you know that and how many there are.
Transcribed Image Text:Ise what you know about The Fundamental Theorem of Algebra and the other theorems you have learned in this module to create two unctions and their graphs. Function 1 Has degree 2, 3, 4, or 5. Has at least 1 zero that has multiplicity of 2. Function 2 Has degree greater than 1. Has at least one zero that is a complex number. ▸ State each function using proper notation and provide a screenshot of each graph. ► Write a paragraph answering the following questions about your functions and graphs. ▸ Discuss how you used the ideas of the Fundamental Theorem of Algebra and the other theorems from this module to help you create your functions and graphs, as well as name the real number zeros. Use complete sentences. How many zeros does each of your functions have? Explain. State all the real number zeros of your functions and their multiplicity. If your function has irrational or complex zeros, state how you know that and how many there are.
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