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Solve the differential equation. dy y + 1 dx O In |x| – ? () = tan - ex - x + tan-'(x) = C In |x| – + tan- ) = c y %3D O In |x| *+ tan- () = C - y

Solve the differential equation. dy y + 1 dx O In |x| – ? () = tan - ex - x + tan-'(x) = C In |x| – + tan- ) = c y %3D O In |x| *+ tan- () = C - y

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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Solve the differential equation. dy y + 1 dx O In |x| – ? = C tan - ex - x + tan-'(x) = C In |x| – + tan- ) = c y %3D O In |x| *+ tan- () = C - y
Transcribed Image Text:Solve the differential equation. dy y + 1 dx O In |x| – ? = C tan - ex - x + tan-'(x) = C In |x| – + tan- ) = c y %3D O In |x| *+ tan- () = C - y
dy Solve the differential equation. (e* – e¯* ) dx O y = sin¬'(e*) – 2C O y? 1 - tan- (ex)-2C O y? = -2 tan¬'(e*)+ C O y? -2 tan-' (ex )–-2C ||
Transcribed Image Text:dy Solve the differential equation. (e* – e¯* ) dx O y = sin¬'(e*) – 2C O y? 1 - tan- (ex)-2C O y? = -2 tan¬'(e*)+ C O y? -2 tan-' (ex )–-2C ||
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