Properties of Z-Transform (Part 1)
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- Опубликовано: 12 сен 2024
- Signal & System: Properties of Z-Transform (Part 1)
Topics discussed:
1. Linearity property of z-transform.
2. Time-shifting property of z-transform.
3. Proof of time-shifting property of z-transform.
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Music:
Axol x Alex Skrindo - You [NCS Release]
#SignalAndSystemByNeso #Signal&System #ZTransform #PropertiesOfZTransform
the first channel on youtube which starts from the basics honestly , You are very genius.
Sir, pls upload all the lectures in signals and systems
10. Discrete Fourier transform and Fast Fourier transform
11. Digital filters
12. Discrete cosine transform
Please accept my sincere appreciation and respect
What is > between sets? have you defined an order between sets or are you assuming one? in this case you should mention the assumption to be consistent.
During time shifting x[n] changes to x[n-n0] at that time if the transform function z^-n changes to z^(n-n0)?
Same question
@@sachinojha203 bcoz first we are giving x(n) input to the system which do the time shifting then we are calculating its ZT. we simply not replacing n by n-no
In previous lectures of FT/LT sir already told this so plz go through with it
we're providing time shift only to the input signal. And not replacing n by n-n0
3:03 some of us have came here to research the homework you're giving us...lol.
An amazing video.... Thank you so much sir....
yes, amazing, but not that much.
Thank You, Sir
Hm
TQ u sir for Ur teaching ....well understand
Sir please upload important qns for all units
@@ivecenaveenat6755 😂
excellent work sir .thanks
thank you sir
is this assuming initial conditions are zero?
fascinating vedio
Thank you. Amazing video.
We are not here to do Homework..... We r looking for solution...
During time shifting x[n] will changes to x[n-n0] at that time does the transform changes to z^n to z^(n-n0)
@@anshannazar5353 we're providing time shift only to the input signal. And not replacing n by n-n0
sir how can I confirm my ans is correct??
Refer to a standard book like oppenheim
Pa homework apo matikuvadza.
i learn nothing here to be honest
Thank you sir
thanks a bunch