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Let be yı(x) and y2(x) solutions for a differential equation with constant lineal coefficients y" + 9y' + by = 0 Such that the Wronskian W (y1 ,y2) = 16e* so its possible that: Oa) y1(z) = e O b) y1 (x) = e-25z y y2(x) = e7= iy y2(z) = zei- %3D Oc) y1(z) = ey y2(z) = ei* Od) y1 (z) = e y 2(z) = ei*

Let be yı(x) and y2(x) solutions for a differential equation with constant lineal coefficients y" + 9y' + by = 0 Such that the Wronskian W (y1 ,y2) = 16e* so its possible that: Oa) y1(z) = e O b) y1 (x) = e-25z y y2(x) = e7= iy y2(z) = zei- %3D Oc) y1(z) = ey y2(z) = ei* Od) y1 (z) = e y 2(z) = ei*

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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Let be yı(x) and y2(x) solutions for a differential equation with constant lineal coefficients y" + 9y' + by = 0 Such that the Wronskian W (y1,y2) = 16en* so its possible that: y y2(z) = reiz O a) y1 (2) = e = (2) f O b) y1 (x) = e Oc) y1 (x) = e %3D y 2(z) = ez * y y2(z) = ei Od) y1 (z) = e y 2(z) = ei* = ey y2(x) = e* %3D
Transcribed Image Text:Let be yı(x) and y2(x) solutions for a differential equation with constant lineal coefficients y" + 9y' + by = 0 Such that the Wronskian W (y1,y2) = 16en* so its possible that: y y2(z) = reiz O a) y1 (2) = e = (2) f O b) y1 (x) = e Oc) y1 (x) = e %3D y 2(z) = ez * y y2(z) = ei Od) y1 (z) = e y 2(z) = ei* = ey y2(x) = e* %3D
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