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a) For the polynomial a(x) = - 3x* + 7x° – x? all possible rational zeros. Circle the second smallest positive integer. Зx + 7x - x* + 8x - 45, list

a) For the polynomial a(x) = - 3x* + 7x° – x? all possible rational zeros. Circle the second smallest positive integer. Зx + 7x - x* + 8x - 45, list

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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Need help with a, b, and c.
a) For the polynomial 3 — Зх + 7х — х + 8х — a(x) = all possible rational zeros. Circle the second smallest positive integer. 45 , list b) For the factor x – k, use your circled answer from #1 as the k value. Divide the 3 - x' + 4x + 10 by polynomial b(x) x - k. Write your answer as a quotient + remainder. Circle the numerator of the remainder. c) Find all zeros of the polynomial d(x) = 7x* + 32x° + 62x´ + 352x – 165 given that (x – c) is a factor, where c is the number you circled in #2.
Transcribed Image Text:a) For the polynomial 3 — Зх + 7х — х + 8х — a(x) = all possible rational zeros. Circle the second smallest positive integer. 45 , list b) For the factor x – k, use your circled answer from #1 as the k value. Divide the 3 - x' + 4x + 10 by polynomial b(x) x - k. Write your answer as a quotient + remainder. Circle the numerator of the remainder. c) Find all zeros of the polynomial d(x) = 7x* + 32x° + 62x´ + 352x – 165 given that (x – c) is a factor, where c is the number you circled in #2.
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