EE 382 Midterm -M
Summer 2011
This is a closed-book, in-class test. The number of possible points for each problem is shown
in parenthesis. You must show all work to receive full credit.
Problem 1 (25
EE 382 Midterm
Summer 201 3
This is a closed-book, inclass test. The number of possible points for each problem is shown
in parenthesis. You must show all work to receive full credit.
Problem 1 (25 po
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EE 382 Homework
D. Lawrence
Homework #5 Solutions
Problem 6.1-2
1
F( s) = t exp( st) dt
(a)
Integration by parts:
0
F( s) =
t
s exp( st)
F( s) =
F( s) =
exp( s)
s
exp( st)
s
exp( s)
2
t =0
2
+
t
C001 2 #1
SOLUTZo/Y
EE 382: uiz #1
1) Is the following lnction even or odd? Why?
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f 5' "ik:5"
IF "(Lil-a fwaef's on $3: fez 73 Ava.
F n h
2) Based on our class discussion, the convolution
HE 382: Analytical Methods for Continuous Time Systems 3 _
Mid-Tenn (Spring 2010) 30(4) / z of?
1) A linear timeuinvariant system has the following impulse response:
h(t)=(t+2)+u(tm2)wu(t *5)
a) Plot
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EE382:Qulz#3 - r
1) Find the Fourier Transform ofthe following signal using the Fourier Integrai. (25) g
pai
m
2) Find the Fourier Transform of the following signal using the Fourier Tran
EE 382: uiz #2
1) Given the following signal, nd the following _ I (g l 3. l ;-
a) What is To? (10)
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b) What is (no? (10)
ma *2" all 7?
c) Is the signal even or odd?
Rycm Cowarl
EE 382 QUIZ NO. 1
CLOSED BOOK 8: NOTES SHOW ALL WORK
DO NOT USE CRAMERS RULE
Calculate the zero-input response, y0 (t), for the linear system described by:
D(D +1)y(t)= (D + 2)f(t)
dy
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