Answered: Find the laplace transform of ƒ (t) =… | bartleby

Algebra & Trigonometry with Analytic Geometry

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.3: Zeros Of Polynomials

Problem 3E

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Question

Find the laplace transform of
ƒ (t) = 6t³ + 4t² – 3
OF (s)
-3s³ +8s+36
84
OF (s)
36s³ +8s-3
OF (s)
OF (s)
OF (s)
OF (s)
=
=
-8s³ +3s-36
84
-6s³ +8s+36
84
-3s³ +36s+8
84
-3s³-8s+36
84
=
-
=
=

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Obtain the z-transform of the following: x(n)=na" sin(an)u(n) X(z)= X(z)=- X(z)=- X(z) = X(z)= X(z)=- O [az-¹+(az-¹)²] sin(a) [1-2acos(@)z-¹ + a²z-²1²" [az-1-(az-1)³] sin(a) [1-2acos(w)2-¹+ a²z-2]² [az-1-(az-1)²] sin(a) [1-2acos(w)z-¹ + a²z-21²¹ [az-¹+ (az-¹)³] sin(a) [1 −2acos(w)z−¹+ a²z−²1² [(az-1)2-(az-1)³]sin() [1-2acos(w)z¹+ a²z-²]²" [(az-1)²+(az-1)³]sin(@) [1-2acos(w)2-¹ + a²z-2]² ·|z|>a |z|>a |z|>a . |z|>a |z|>a |=| > a
Laplace transform of 8(t - a) is eas True False

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