Z Transform and Inverse Z Transform: Relation with Discrete Fourier Transform

Z Transform and Inverse Z Transform is covered by the following Outlines:
0. Z Transform
1. Inverse Z Transform
2. Basics of Inverse Z Transform
3. Relation of Z transform with discrete Fourier 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 #InverseZTransform #SignalsAndSystems @EngineeringFunda

[@EngineeringFunda]

*🔥All Premium Courses Link of Engineering Funda🔥* docs.google.com/spreadsheets/d/1LeLxZPGiMB_ZDZggbZp3P7fK516pXYhVgZA__djNkWM/edit#gid=0

[@EngineeringFunda]

⬇ *Premium Courses of Engineering Funda* ⬇ ✅ *༺🚩ARM Processor 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7nFEozQhZDZDSm09SwqbGP ✅ *༺🚩Microprocessor 8085 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e5vHwmowy_kGtjq9Ih0FzwN ✅ *༺🚩Microprocessor 8086 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e4oAeDid0hwuiol_RJdscrp ✅ *༺🚩AVR Microcontroller 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e55CdbY_WnY6pejPHoojCkJ ✅ *༺🚩8051 Microcontroller 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e49i6neo70aGtFLvKeZ3IQD ✅ *༺🚩80386 & Pentium Processor 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7f4yPj6AbrUoburKwX0fFA ✅ *༺🚩Embedded System 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e5xvXygtghfi-tzyeACx7CO ✅ *༺🚩VLSI 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e6au9bX9P_bA3ywxqigCsaC ✅ *༺🚩Digital Electronics 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7nYSG31YWEUfwgAp2uIOBY ✅ *༺🚩Network Theory 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7AccPu8mUhhsJNol9uIKTJ ✅ *༺🚩Control Engineering 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e43et6qbo4IqYSJCv-6kN90 ✅ *༺🚩Electromagnetic Theory 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e4I_YltJja47CwZJkzNWK89 ✅ *༺🚩Power Electronics 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e5Hnu82T1CYLZ8kbZs4Jx8x ✅ *༺🚩Basic Electronics 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e5G05PTgyTTSVyzTOKRfmTn ✅ *༺🚩Signal and System 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7VdLw7PebRTcZXb_4nKeVh ✅ *༺🚩Optical Communication 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7CDIWsh61eItP9iRw1EIQc ✅ *༺🚩Analog Communication 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7uyUYrpgUUQowmRuKxRdwp ✅ *༺🚩Digital Communication 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e5PngHbdEadEun5XPvnn00N ✅ *༺🚩Antennas & wave Propagation 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7tzLIDL4aXUbtRFY3ykmkT ✅ *༺🚩Microwave Engineering 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e6A4Mtxud6xPHE1UecxWsHW ✅ *༺🚩RADAR Engineering 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e4KmA52Jw3-JhDhFIDQZ9Bv ✅ *༺🚩Audio Video System / TV 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7EJcPI0P_DMw49ufTYfuOz ✅ *༺🚩Engineering Drawing/ Graphics 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e79xuABrIQeXYlGuuickEz7 ✅ *༺🚩Basic Mechanical Engineering 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e7Fe4vAYDaL0bpseGNhc9on ✅ *༺🚩Mechanics of Solid 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e53xcLCS7ay2iLRolNxyxFk ✅ *༺🚩Theory of Computation 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e6GfXdwqWX5YmszV2KGv-yl ✅ *༺🚩Java Programming 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e5BeN1WTXg1ENPtkRR3SfCI ✅ *༺🚩Python Programming 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e5pY2eB-Lht2_CerQue0Xo4 ✅ *༺🚩Placement Test series on C 🚩༻* - kzbin.info/aero/PLgwJf8NK-2e5ovLgoJkv0Pn58UrucrTPt ✅ *༺ Please Share it with your friends to support us. ༻* 👉 *༺ You can also support us by joining us ༻* : kzbin.info/door/dlnqMpRrMcClK2fT6z8EEwjoin

[@iqcreatives1031]

Crystal clear explanation

[@EngineeringFunda]

Your Appreciations, care and share matters a lot to me. #EnginneringLove. All the subjects playlist of Engineering Funda is available in comment section. Share it with your friends to support us. Your positive comments motivates me and person like me get boosted by my students feedback. Thanks and welcome 🙏

[@praveenrahuls4548]

Thanks brother...👐🏻

[@EngineeringFunda]

Your welcome

[@arpanshakyashakya4819]

Thank you for help

[@EngineeringFunda]

All the subjects playlist of Engineering Funda is available in comment section. Share it with your friends to support us. Your positive comments motivates me and person like me get boosted by my students feedback. Thanks and welcome 🙏

[@harshildave330]

Sir your explanation is superb 👌

[@EngineeringFunda]

Keep watching

[@ececse]

Thankyou sir

[@EngineeringFunda]

Your Appreciations, care and share matters a lot to me. #EnginneringLove. All the subjects playlist of Engineering Funda is available in comment section. Share it with your friends to support us. Your positive comments motivates me and person like me get boosted by my students feedback. Thanks and welcome 🙏

[@chaturvedielectricalinstit9009]

very good explaination sir

[@EngineeringFunda]

Your positive comments motivates me, my goal is to create largest community of engineers in entire globe, so please help me for that by sharing this lecture series(playlist) with your friends in social media (watsapp, telegram etc). Thanks and welcome 🙏

[@themoonlight1922]

Sir, while substituting z = re^(jw), the limits of integration will be changed from [-oo , oo] to [0,oo]. Am I correct?

[@prathmeshdesai6806]

no

[@TusharKumar-iu4nt]

Sir if this is in discrete time then why are we integrating?

[@EngineeringFunda]

In time it is discrete but by frequency it has continous magnitude.

[@debojitdeori4837]

It's discrete time Fourier transform

[@champakdaas]

Smart boy

[@venkatalovakumar8614]

Sir why did you taken Z= r.e^jw .?

[@SIREESHAkolluri-nv5og]

It is a formula of a polar form

[@AdityaThakur-qu6ss]

U made a mistake at 3:54, u wrote DFT but actually it is DTFT

[@Canadashanadaa]

classic

[@fazilkhan6907]

Karri pooku , kampu dengutundi