Let R1 and R2 are the remainder when the polynomials x3+2x25ax7 and x3+ax212x+6 are divided by x+1

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Let R1 and R2 are the remainder when the polynomials x3+2x2−5ax−7 and x3+ax2−12x+6 are divided by x+1 and x−2 respectively. If 2R1+R2=6, find the value of a.

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Shigleys Mechanical Engineering Design

ISBN: 978-1121345317

9th edition

Authors: Richard G. Budynas, J. Keith Nisbett

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Posted Date: Aug 25, 2022 02:25 AM

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Let R1 and R2 are the remainder when the polynomials x3+2x25ax7 and x3+ax212x+6 are divided by x+1

Question:

Let R1 and R2 are the remainder when the polynomials x3+2x2−5ax−7 and x3+ax2−12x+6 are divided by x+1 and x−2 respectively. If 2R1+R2=6, find the value of a.

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207 let p x 2005937 and 900 x 9x 12x 6 giver Polynomials Now R Remainder div... View the full answer

Shigleys Mechanical Engineering Design

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