Zx-16zx+60z=e 5x

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Which of the following is the general solution of the equation?
Zx-16zx+60z=e 5x
Transcribed Image Text:Zx-16zx+60z=e 5x
O a. z=f_1 (y) e^(10x)+f_2 (y) e^(6x)+e^(-5x)/(165)
O b.z=f_1 (y) e^(10x)+f_2 (y) e^(6x)-e^(-5x)/(165)
O c. z=f_1 (x) e^(10y)+f_2 (x) e^(6y)+e^(-5x)/(165)
O d. z=f_1 (x) e^(10y)+f_2 (x) e^(6y)-e^(-5x)/(165))
O e. z=f_1 (x) e^(10x)+f_2 (x) e^(6x)+e^(-5x)/(165)
Transcribed Image Text:O a. z=f_1 (y) e^(10x)+f_2 (y) e^(6x)+e^(-5x)/(165) O b.z=f_1 (y) e^(10x)+f_2 (y) e^(6x)-e^(-5x)/(165) O c. z=f_1 (x) e^(10y)+f_2 (x) e^(6y)+e^(-5x)/(165) O d. z=f_1 (x) e^(10y)+f_2 (x) e^(6y)-e^(-5x)/(165)) O e. z=f_1 (x) e^(10x)+f_2 (x) e^(6x)+e^(-5x)/(165)
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