Q1: Solve using Laplace transform y + 4y = 8(t). y(0) = y'(0) = 0

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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24
因令中.
3assig(eng2)6_3a720c09..b9e057aa3578f854dfd5
Course's Name: Engineering Math 2
Palestine Technical University
Instructor's Name :..........
Course Number:
Student's Name: .........-..
Third Assignment
Second Semester 2020/2021
Q1: Solve using Laplace transform
y" + 4y = 8(t), y(0) = y (0) = 0
Q2:Find the inverse Laplace transform o using convolution
1
F(s) =-
2 - 3s
03: Solve the following
0<x<1
y" + 4y = g(x). y(0) = y'(0) = 0 where g(x) =}-1,
0,
1<x <2
x > 2
Transcribed Image Text:24 因令中. 3assig(eng2)6_3a720c09..b9e057aa3578f854dfd5 Course's Name: Engineering Math 2 Palestine Technical University Instructor's Name :.......... Course Number: Student's Name: .........-.. Third Assignment Second Semester 2020/2021 Q1: Solve using Laplace transform y" + 4y = 8(t), y(0) = y (0) = 0 Q2:Find the inverse Laplace transform o using convolution 1 F(s) =- 2 - 3s 03: Solve the following 0<x<1 y" + 4y = g(x). y(0) = y'(0) = 0 where g(x) =}-1, 0, 1<x <2 x > 2
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