Multiplication and Convolution Properties of Z Transform in Signals and Systems

Multiplication and Convolution Properties of Z Transform in Signals and Systems is covered by the following Outlines:
0. Z Transform
1. Basics of Z Transform
2. Properties of Z Transform
3. Multiplication property in Z Transform
4. Convolution property in Z Transform
5. Multiplication and Convolution property in Z Transform
Chapter-wise detailed Syllabus of the Signal & System Course is as follows:
Chapter-1 Basics of signals and systems: • Signals and Systems Ba...
Classifications of signals, Classifications of systems, Operation on signals.
Chapter-2 Convolution: • Convolution in Signal ...
Basics of Convolution, Examples on Convolution, Properties of Convolution, GATE examples on Convolution.
Chapter-3 Laplace Transform: • Laplace Transform in S...
Basics of Laplace Transform, Examples on Laplace Transform, Properties of Laplace Transform, GATE examples on Laplace Transform.
Chapter-4 Z Transform: • Z Transform in Signal ...
Basics of Z Transform, Examples on Z Transform, Properties of Z Transform, GATE examples on Z Transform.
Chapter-5 Fourier Series and Fourier Transform: • Fourier Series and Fou...
Basics of Fourier Series and Fourier Transform, Examples on Fourier Series and Fourier Transform, Properties of Fourier Series and Fourier Transform, GATE examples on Fourier Series and Fourier Transform.
Chapter-6 Auto Correlation and Cross Correlation: • Auto Correlation and C...
Basics of Auto Correlation and Cross Correlation, Examples on Auto Correlation and Cross Correlation, Properties of Auto Correlation and Cross Correlation, GATE examples on Auto Correlation and Cross Correlation.
Chapter-7 Sampling Theorem and Nyquist Rate: • Sampling Theorem and N...
Basics of Sampling theory, Types of Sampling, Aliasing effect, Performance comparison of sampling theory.
Engineering Funda channel is all about Engineering and Technology. Here this video is a part of Signal & System.
#ZTransform #SignalsAndSystems #SignalProcessing @EngineeringFunda

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[@ahmedjamil880]

Thank you so much for all your amazing lectures Prof., we wait the more in different subjects in comm.

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[@ghanshyampanchal8313]

Check example 2 convolution z transform del(n-3) not (n-1)

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[@us3744]

last question will be 1/z^4(z-1)??

[@devanshkhare6831]

yes

[@karanravat2841]

Make more love it

[@Canadashanadaa]

its del of n-3 so answer will be one by z^3 (z-1)

[@aashishsahu6694]

it will z^4

[@ahmedjamil880]

it will be 1/[z^4(z-1)]

[@naimkhan1103]

Multiplication property galat hai yha..😅