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Q1/ Determine 2s2+3s-4 1. F(s) = (s-2)(s²+2s+2) 1 2. F(s) = 3(s²+1)

Q1/ Determine 2s2+3s-4 1. F(s) = (s-2)(s²+2s+2) 1 2. F(s) = 3(s²+1)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.1: Equations
Problem 62E
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4 %L0 li1. li. N Q111.pdf > Q1/ Determine 2s2+3s-4 1. F(s) = (s-2)(s²+2s+2) 1 2. F(s) = s(s²+1) Q2/ Find the Fourier series of the function defined by f(t) = (t + T %3D ーTくtく0 0<t<n Which is periodic of period 2n Q3/ Solve the differential equation using Laplace transforms d2y + 16y = 10 cos 4x, given y(0) = 3 and dx2 (0) = 4 dx II <>
Transcribed Image Text:4 %L0 li1. li. N Q111.pdf > Q1/ Determine 2s2+3s-4 1. F(s) = (s-2)(s²+2s+2) 1 2. F(s) = s(s²+1) Q2/ Find the Fourier series of the function defined by f(t) = (t + T %3D ーTくtく0 0<t<n Which is periodic of period 2n Q3/ Solve the differential equation using Laplace transforms d2y + 16y = 10 cos 4x, given y(0) = 3 and dx2 (0) = 4 dx II <>
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