AE: GS: PS: m²³_6m² +9m =0 m(m² -com +9)=0 m (m-3)² = 0 M=O (M= 3) (2x) 3x y = a + c₂₂e²³² +₂e² Dy = 36₂e³* + C²₁₂ (3x²²³x + ³x) 3x D³y = 96₂e³x + C₂ y (0)=0 =D₁ (0)=2 D³y (0) = -6 ² + C₂ [(3 ( ³x e ³* + e²x) + 3 e³x] x · D=G+C₂ 2= 30₂ + C₂ 3x D³²y = 96₂ 0²³* + 6630²³² + 903 xe ²³* →→→→-6 = 96₂ +6C3 3x C₁ = = 2 C₂=2 C3₂=-4 3X y = - 2 +2e³x = $xe³x зу
AE: GS: PS: m²³_6m² +9m =0 m(m² -com +9)=0 m (m-3)² = 0 M=O (M= 3) (2x) 3x y = a + c₂₂e²³² +₂e² Dy = 36₂e³* + C²₁₂ (3x²²³x + ³x) 3x D³y = 96₂e³x + C₂ y (0)=0 =D₁ (0)=2 D³y (0) = -6 ² + C₂ [(3 ( ³x e ³* + e²x) + 3 e³x] x · D=G+C₂ 2= 30₂ + C₂ 3x D³²y = 96₂ 0²³* + 6630²³² + 903 xe ²³* →→→→-6 = 96₂ +6C3 3x C₁ = = 2 C₂=2 C3₂=-4 3X y = - 2 +2e³x = $xe³x зу
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section: Chapter Questions
Problem 5T
Related questions
Question
Can you please explain how the values of (C1 = -2) , (C2 = 2) , (C3 = -4) where obtained? Thank you.
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