06. If y(t) is the solution of the ivpA. y(t) = (-1B. y(t) = -1 [_2e-28D. _y(t) = L-¹-1s +62e-28+S³ (S-2)² (s- 2)²22}E. y(t) = L-¹Jy" - 4y + 4y = (t - 2)² u₂ (t)y(0) = 1 and y'(0) = 2C. L-1s³ (s2}c. y(t) = -¹ {~² (2-2)² + = = 2 }0(t)S-1³ (0-2)² +*+2} (²)(s(t)12e-2s2) ² } (²s³ (s - 2)² (s - 2)²+ (t)e-2ss +6s³(s83 (s − 2)² + (S-2)²} (t)then

Answered: Image /qna-images/answer/a50b156a-5071-4d9b-8812-ce522c887f37.jpg

06. If y(t) is the solution of the ivp {{ S__2e-28 A._y(t) = L-1 B. y(t) = -1 C. y(t) = L-1 s+6 83 3 (8-2)2 + (8 +22} (t) 2e-2s ( 5³ (8-2)² + s +2} (t) 83 E. y(t) = L-¹ 2e-2s ³ (s — 2)² 83 D. y(t) = -1_2e-28 s³ (s — 2)² + 1 8-2 y" - y(0) = 1 - 2)² (s- (t) e-28 { +6 (8³ (8-2)2 + (8-2)2} (t) S3 and y'(0) = 2

06. If y(t) is the solution of the ivp {{ S__2e-28 A._y(t) = L-1 B. y(t) = -1 C. y(t) = L-1 s+6 83 3 (8-2)2 + (8 +22} (t) 2e-2s ( 5³ (8-2)² + s +2} (t) 83 E. y(t) = L-¹ 2e-2s ³ (s — 2)² 83 D. y(t) = -1_2e-28 s³ (s — 2)² + 1 8-2 y" - y(0) = 1 - 2)² (s- (t) e-28 { +6 (8³ (8-2)2 + (8-2)2} (t) S3 and y'(0) = 2

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section: Chapter Questions

Problem 18T

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