1. Write the problem and its number on your page. Be sure to have clear problem numbers, answers, and the corresponding work for EACH problem in order. 2. List all of the possible rational roots. 3. Then use synthetic division to test the possible rational roots and factor as far as possible. 4. Identify complex roots, if any. 5. Sketch a careful graph of the function. You must: o correctly show the end behavior o the shape of the graph near x-intercepts o (if relevant) anything you can learn by considering symmetry and transformations Unit 6 Problems 2 p(x) =x*+4x³+13x²+36x +36

1. Write the problem and its number on your page. Be sure to have clear problem numbers, answers, and the corresponding work for EACH problem in order. 2. List all of the possible rational roots. 3. Then use synthetic division to test the possible rational roots and factor as far as possible. 4. Identify complex roots, if any. 5. Sketch a careful graph of the function. You must: o correctly show the end behavior o the shape of the graph near x-intercepts o (if relevant) anything you can learn by considering symmetry and transformations Unit 6 Problems 2 p(x) =x*+4x³+13x²+36x +36

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Description: I need help with the following question (in image)Make sure to include work so I can make sure I have the right information and I can cross-check it. For each of the following 3 polynomials, do all of the following:1. Write the problem and its number

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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Question

I need help with the following question (in image)

Make sure to include work so I can make sure I have the right information and I can cross-check it.

For each of the following 3 polynomials, do all of the following:
1. Write the problem and its number on your page. Be sure to have clear problem numbers, answers, and the corresponding
work for EACH problem in order.
2. List all of the possible rational roots.
3. Then use synthetic division to test the possible rational roots and factor as far as possible.
4. Identify complex roots, if any.
5. Sketch a careful graph of the function. You must:
o correctly show the end behavior
o the shape of the graph near x-intercepts
o (if relevant) anything you can learn by considering symmetry and transformations
Unit 6 Problems
2. p(x) =x*+4x³+ 13x²+36x +36

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