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Question 5 Find the solution. (4D4 - 4D3 - 3D2- 2D + 1)y = 0. A y = (c,+c,)e*+ (c,+cx)e¯/½ (B) © y = (c,+c,x)e*+ (c,+cx)e/½ D y = (c,+c;x)e=/:+ (c,+cx)e* %3D

Question 5 Find the solution. (4D4 - 4D3 - 3D2- 2D + 1)y = 0. A y = (c,+c,)e*+ (c,+cx)e¯/½ (B) © y = (c,+c,x)e*+ (c,+cx)e/½ D y = (c,+c;x)e=/:+ (c,+cx)e* %3D

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.1: Systems Of Equations
Problem 36E
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Question 5 Find the solution. (4D4 - 4D3 - 3D2- 2D + 1)y = 0. A y = (c,+c,)e*+ (c,+cx)e¯/½ B © y = (c,+c,)e*+ (c,+c)e/½ O y = (c,+c,x)e+(cz+cx)e* %3D
Transcribed Image Text:Question 5 Find the solution. (4D4 - 4D3 - 3D2- 2D + 1)y = 0. A y = (c,+c,)e*+ (c,+cx)e¯/½ B © y = (c,+c,)e*+ (c,+c)e/½ O y = (c,+c,x)e+(cz+cx)e* %3D
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