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What is the solution of D.E (D² – 2D)y = e* sinx when solved using the method of undetermined y = C1 +cz e2=_ ®(zsinz+cosz) Y = c1 + c2 e2z_ *sinz O Option 1 Option 2 +zcosz) y = c +cz e²x_ e cosz y = C +cz e2r- 2

What is the solution of D.E (D² – 2D)y = e* sinx when solved using the method of undetermined y = C1 +cz e2=_ ®(zsinz+cosz) Y = c1 + c2 e2z_ *sinz O Option 1 Option 2 +zcosz) y = c +cz e²x_ e cosz y = C +cz e2r- 2

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.2: Trigonometric Equations
Problem 69E
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thermo sol.pdf What is the solution of D.E (D2 - 2D)y = e* sinx when solved using the method of undetermined y = C1 +cz e2=_ e"(zsinz+cosz) e sinx y = c1 + c2 e2=_-. O Option 1 Option 2 y = C1 + c2 e2_ e*cosx y = C + c e2r_ º(sinz+zcosz)
Transcribed Image Text:thermo sol.pdf What is the solution of D.E (D2 - 2D)y = e* sinx when solved using the method of undetermined y = C1 +cz e2=_ e"(zsinz+cosz) e sinx y = c1 + c2 e2=_-. O Option 1 Option 2 y = C1 + c2 e2_ e*cosx y = C + c e2r_ º(sinz+zcosz)
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