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QUESTION 2 If the auxiliary equation of a certain linear, homogeneous, 8th order DE with constant coefficients factors to. (m+3)(m² +2m+5) =0 O()%3(4+4x)e" cos(2x) + (B, +B,x) * sin(2x) +(C, +C,x+C,)" y(x)=(4+4,x)e"cos(3x) + (B, +B,x)e" sin(3x) +(C+Cx+C,²)* O yx) =(4+4,x)e" cos(2x) + (B, + B,x)e" sin(2x)+(C +C;x)e O y(x) =(4+4,x)cos(2x) +(B, + B,x) sin(2x) +(C,+C,x+Cx*)* QUESTION 3

QUESTION 2 If the auxiliary equation of a certain linear, homogeneous, 8th order DE with constant coefficients factors to. (m+3)(m² +2m+5) =0 O()%3(4+4x)e" cos(2x) + (B, +B,x) * sin(2x) +(C, +C,x+C,)" y(x)=(4+4,x)e"cos(3x) + (B, +B,x)e" sin(3x) +(C+Cx+C,²)* O yx) =(4+4,x)e" cos(2x) + (B, + B,x)e" sin(2x)+(C +C;x)e O y(x) =(4+4,x)cos(2x) +(B, + B,x) sin(2x) +(C,+C,x+Cx*)* QUESTION 3

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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QUESTION 2 If the auxiliary equation of a certain linear, homogeneous, 8th order DE with constant coefficients factors to. (m+3)(m +2m+5) =0 O y(x) =(4+4x)e" cos(2x) + (B, +B,x)e" sin(2x) +(C, +C,x+C)* y(x)=(4+4,x)e"cos(3x) + (B, +B,x)e" sin(3x) +(C+Cx+C,)* O y(x) =(4+4x)e cos(2x)+(B, +B,x)e" sin(2x)+(C+Cx)e" O y(x) =(4+4,x)cos(2x) +(B, + B,x) sin(2x) +(C+C,x+Cx)* -3r QUESTION 3
Transcribed Image Text:QUESTION 2 If the auxiliary equation of a certain linear, homogeneous, 8th order DE with constant coefficients factors to. (m+3)(m +2m+5) =0 O y(x) =(4+4x)e" cos(2x) + (B, +B,x)e" sin(2x) +(C, +C,x+C)* y(x)=(4+4,x)e"cos(3x) + (B, +B,x)e" sin(3x) +(C+Cx+C,)* O y(x) =(4+4x)e cos(2x)+(B, +B,x)e" sin(2x)+(C+Cx)e" O y(x) =(4+4,x)cos(2x) +(B, + B,x) sin(2x) +(C+C,x+Cx)* -3r QUESTION 3
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