The general solution of the following differential equation y - 16y = 32x is: y(x) = Ge + cze co s(V3x) y(x) = ce* + Cye "+ cy cos(2x) +cze *si n(v3x) + Ax + B +q, sin(2x) + Ax + B O This option O This option y(x)- 4+Ge+ge+c, cos(x) y)-Ge+cze * t cos(2x) +eg sin(x) - 2 t4 sin(2x) 2x This option KD This option

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The general solution of the following differential equation
y - 16y = 32x
is:
y(x) = Ge + cze co s(V3x)
y(x) = ce* + Cye "+ cy cos(2x)
+cze *si n(v3x) + Ax + B
+q, sin(2x) + Ax + B
O This option
O This option
y(x)- 4+Ge+ge+c, cos(x)
y)-Ge+cze * t cos(2x)
+eg sin(x) - 2
t4 sin(2x) 2x
This option
KD This option
Transcribed Image Text:The general solution of the following differential equation y - 16y = 32x is: y(x) = Ge + cze co s(V3x) y(x) = ce* + Cye "+ cy cos(2x) +cze *si n(v3x) + Ax + B +q, sin(2x) + Ax + B O This option O This option y(x)- 4+Ge+ge+c, cos(x) y)-Ge+cze * t cos(2x) +eg sin(x) - 2 t4 sin(2x) 2x This option KD This option
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