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Find the inverse laplace of F (s) = %3D (s2+a²)(s²+b²) consider a? + b°, ab #0 a sin at+b sin bt O f(t) = %3D O f (t) = cos at-cos bt %3D O f (t) = cos at+cos bt %3D O f (t) = a sin at-b sin bt %3D O f (t) : b sin at-a sin bt %3D ab(-a) O f(t) = b sin at+a sin bt %3D ab (8 -a?)

Find the inverse laplace of F (s) = %3D (s2+a²)(s²+b²) consider a? + b°, ab #0 a sin at+b sin bt O f(t) = %3D O f (t) = cos at-cos bt %3D O f (t) = cos at+cos bt %3D O f (t) = a sin at-b sin bt %3D O f (t) : b sin at-a sin bt %3D ab(-a) O f(t) = b sin at+a sin bt %3D ab (8 -a?)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 78E
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Find the inverse laplace of F (s) = (s²+a²) (s²+b²) consider a² + b?, ab # 0 a sin at+b sin bt f (t): %3D Of (t) = cos at-cos bt %3D 2-a² cos at+cos bt O f(t) = %3D O f (t) = a sin at-b sin bt a2- b sin at-a sin bt O f(t) %3D ab(b-a?) b sin at+a sin bt O f (t) = ab (3² -a²)
Transcribed Image Text:Find the inverse laplace of F (s) = (s²+a²) (s²+b²) consider a² + b?, ab # 0 a sin at+b sin bt f (t): %3D Of (t) = cos at-cos bt %3D 2-a² cos at+cos bt O f(t) = %3D O f (t) = a sin at-b sin bt a2- b sin at-a sin bt O f(t) %3D ab(b-a?) b sin at+a sin bt O f (t) = ab (3² -a²)
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