Find the general solution (D²+1)y=sec ²x tan x 1 A y=c_cos x+c sinx+-tanx+ 2 B none of the choices 1 -—- (cos x) In |tan.x + sec x| 2 1 1 © y=(x+C, 2z+ ={tanz}ăn с - 1 2 D y=c cos x+c sin x + -cos x+ tan x) In tan x + secx| 2 y=c₁cos.x+c sinx+2 tan x+2(cos x) In tan x + sec cx| 1

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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Answer the following with solution
Find the general solution (D²+1)y=sec ²x tan x
1
1
• y=cpsx+c_sinx+qnx+
A y=c_cos x+c sin x + -tan x + -—- (cos x) In |tan.x + sec x|
2
2
B none of the choices
1
1
© y=(x+C_sinx+cosx+ ={tanz}ăn luan x + sex
с
y=c cos x+c sin x + -cos x+ x) In
-
1
2
2
2
D
y=c₁cos x+c sinx+2 tan x+2(cos x) In tan x + sec cx|
1
Transcribed Image Text:Find the general solution (D²+1)y=sec ²x tan x 1 1 • y=cpsx+c_sinx+qnx+ A y=c_cos x+c sin x + -tan x + -—- (cos x) In |tan.x + sec x| 2 2 B none of the choices 1 1 © y=(x+C_sinx+cosx+ ={tanz}ăn luan x + sex с y=c cos x+c sin x + -cos x+ x) In - 1 2 2 2 D y=c₁cos x+c sinx+2 tan x+2(cos x) In tan x + sec cx| 1
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