46. 6:22 9 A * O 0 0.00 17 کنعان 13 photos Requireu 1. * (3 Points) If y = 3 is a solution to (x - 4)y" – 4y' = 0, x > 4, then the general solution to this equation is O y = c1 + c2(x + 3)* O y = c1 + c2(x - 4)5 O y = c1 + c2(x)* O y = c1 + c2(x - 5)* O y = c1 + c2 (x - 4) 2 O y = c1 + c2(x – 4)3 2. * (3 Points) If (r² – 1)2(rs + 1)² = 0 is the auxiliary equation of the homogenous D. E. %3D 6:05 PM
46. 6:22 9 A * O 0 0.00 17 کنعان 13 photos Requireu 1. * (3 Points) If y = 3 is a solution to (x - 4)y" – 4y' = 0, x > 4, then the general solution to this equation is O y = c1 + c2(x + 3)* O y = c1 + c2(x - 4)5 O y = c1 + c2(x)* O y = c1 + c2(x - 5)* O y = c1 + c2 (x - 4) 2 O y = c1 + c2(x – 4)3 2. * (3 Points) If (r² – 1)2(rs + 1)² = 0 is the auxiliary equation of the homogenous D. E. %3D 6:05 PM
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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