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Find the transform of the function below. g(t) = (t^2)*sin(2t) A) (16s^2-12) / (s^2+4)^3 B (12s^2-16) / (s^2+4)^2 C) (12s^2-16) / (s^2+4)^3 D (12s^2-16) / (s^2-4)^3 E (12s^2-16) / (s^4+2)^3 F) (12s^2+16) / (s^2+4)^3

Find the transform of the function below. g(t) = (t^2)*sin(2t) A) (16s^2-12) / (s^2+4)^3 B (12s^2-16) / (s^2+4)^2 C) (12s^2-16) / (s^2+4)^3 D (12s^2-16) / (s^2-4)^3 E (12s^2-16) / (s^4+2)^3 F) (12s^2+16) / (s^2+4)^3

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.3: Algebraic Expressions
Problem 32E
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Find the transform of the function below. g(t) = (t^2)*sin(2t) A (16s^2-12) / (s^2+4)^3 В (12s^2-16) / (s^2+4)^2 (12s^2-16) / (s^2+4)^3 D (12s^2-16) / (s^2-4)^3 E (12s^2-16) / (s^4+2)^3 F (12s^2+16) / (s^2+4)^3
Transcribed Image Text:Find the transform of the function below. g(t) = (t^2)*sin(2t) A (16s^2-12) / (s^2+4)^3 В (12s^2-16) / (s^2+4)^2 (12s^2-16) / (s^2+4)^3 D (12s^2-16) / (s^2-4)^3 E (12s^2-16) / (s^4+2)^3 F (12s^2+16) / (s^2+4)^3
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