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4. Show all solution steps to solve the following: a. Divide the polynomial ((mx) ² — mx + 3x² + (x²) ³ − 4) by (x − (m + 1)). Use - - P(x) R the synthetic to write your answer in the form of = Q(x) + (x-r) (x-r) b. Show if (x + 3 = m) is a factor for the polynomial above or not.

4. Show all solution steps to solve the following: a. Divide the polynomial ((mx) ² — mx + 3x² + (x²) ³ − 4) by (x − (m + 1)). Use - - P(x) R the synthetic to write your answer in the form of = Q(x) + (x-r) (x-r) b. Show if (x + 3 = m) is a factor for the polynomial above or not.

Advanced Engineering Mathematics
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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Note: m=2

4. Show all solution steps to solve the following: a. Divide the polynomial ((mx) ² — mx + 3x² + (x²) ³ − 4) by (x − (m + 1)). Use the synthetic to write your answer in the form of = Q(x) + P(x) (x-r) R (x-r) b. Show if (x + 3 = m) is a factor for the polynomial above or not.
Transcribed Image Text:4. Show all solution steps to solve the following: a. Divide the polynomial ((mx) ² — mx + 3x² + (x²) ³ − 4) by (x − (m + 1)). Use the synthetic to write your answer in the form of = Q(x) + P(x) (x-r) R (x-r) b. Show if (x + 3 = m) is a factor for the polynomial above or not.
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