EECS 360: Signal and System Analysis
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Continuous-time Signals
    [Example #1] Writing an expression for a CT signal


Discrete-time Signals
    [Example #1] Discrete-time periodic signals


Continuous-time Systems
    [Example #1] Classify a continuous-time system #1
    [Example #2] Classify a continuous-time system #2
    [Example #3] Causal continuous-time systems


Discrete-time Systems
    [Example #1] Classify a discrete-time system #1
    [Example #2] Classify a discrete-time system #2
    [Example #3] Classify a discrete-time system #3
    [Example #4] Find the output given a certain input


Analysis of Continuous-time LTI Systems
    [Example #1] Computing the convolution integral #1
    [Example #2] Computing the convolution integral #2
    [Example #3] Convolution and LTI properties
    [Example #4] Computing the convolution integral
    [Example #5] The associative property of convolution
    [Example #6] True/False questions for LTI systems


Analysis of Discrete-time LTI Systems
    [Example #1] Inverse Systems


Continuous-time Fourier Series (CTFS)
    [Example #1] Find the CTFS given certain clues
    [Example #2] Compute the CTFS (analysis integral) #1
    [Example #3] Compute the CTFS (analysis integral) #2
    [Example #4] CTFS Properties #1
    [Example #5] CTFS Properties #2


Discrete-time Fourier Series (DTFS)


Continuous-time Fourier Transform (CTFT)
    [Example #1] Compute the CTFT (analysis integral) #1
    [Example #2] Compute the inverse CTFT (synthesis integral)
    [Example #3] Compute the CTFT (analysis integral) #2
    [Example #4] Compute the CTFT of a periodic signal
    [Example #5] CTFT Properties #1
    [Example #6] CTFT Properties #2
    [Example #7] CTFT Properties #3
    [Example #8] Convolution property of the CTFT
    [Example #9] Find the CTFT given certain clues
    [Demos #1-3] Matlab CTFT examples


Discrete-time Fourier Transform (DTFT)
    [Example #1] DTFT Properties #1
    [Example #2] DTFT Properties #2
    [Example #3] DTFT of a difference equation
    [Example #4] Frequency response of a system
    [Example #5] Convolution property of the DTFT


Sampling and the Discrete Fourier Transform (DFT)
    [Example #1] Determining the Nyquist Rate
    [Example #2] Aliasing
    [Example #3] Bandpass sampling


Laplace Transform
    [Example #1] Pressure Gauge
    [Example #2] Laplace transform of a differential equation
    [Example #3] True/False questions on the Laplace transform
    [Example #4] Inverse systems


Z Transform
    [Example #1] Properties of the z transform
    [Example #2] Pole-zero plot/ROC
    [Example #3] Z transform of a difference equation #1
    [Example #4] Z transform of a difference equation #2





Quizzes and Exams:  Fall 2016
    [SQ#1 solutions] Signals & Systems
    [SQ#2 solutions] Time domain/Convolution
    [SQ#3-A solutions] CTFS/CTFT
    [SQ#3-B solutions] CTFT/DTFT




Quizzes and Exams:  Fall 2014
    [SQ#1 solutions] Signals & Systems
    [SQ#2 solutions] Time domain/Convolution
    [SQ#3 solutions] CTFS/CTFT
    [SQ#4 solutions] Sampling/aliasing/Laplace/z transform




Quizzes and Exams:  Fall 2012
    [SQ#1 solutions] Signals & Systems
    [SQ#2 solutions] Time domain/Convolution
    [SQ#3 solutions] CTFS/CTFT
    [SQ#4 solutions] DTFT/Sampling



Quizzes and Exams:  Spring 2012
    [SQ#1 solutions] Signals & Systems
    [SQ#2 solutions] Time domain/Convolution
    [SQ#3 solutions] CTFS
    [SQ#4 solutions] CTFT/DTFT
    [SQ#5 solutions] Sampling/Laplace Transform



Quizzes and Exams:  Spring 2011
    [SQ#1 solutions] Signals & Systems
    [SQ#2 solutions] Time domain/Convolution
    [SQ#3 & 4 solutions] CTFS/CTFT/DTFT
    [SQ#5 solutions] Sampling/Laplace Transform