![Dr.P.Prasanna Murali krishna](/img/default-banner.jpg)
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Dr.P.Prasanna Murali krishna
India
Приєднався 13 кві 2010
Working as Head of the department ECE, KITS college, Markapur
Signals & Systems - Ideal LPF, HPF, BPF and BRF characteristics - UNIT III
Signals & Systems - Ideal LPF, HPF, BPF and BRF characteristics - UNIT III
Переглядів: 33 730
Відео
Signals & Systems - Graphical Procedure of Convolution of Signals - Working examples - 3 - UNIT III
Переглядів 18 тис.3 роки тому
Signals & Systems - Graphical Procedure of Convolution of Signals - Working examples - 3 - UNIT III
Signals & Systems - Graphical Procedure to Perform Convolution - Working examples - 2 - UNIT III
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Signals & Systems - Graphical Procedure to Perform Convolution - Working examples - 2 - UNIT III
Signals & Systems - Graphical Procedure to Perform Convolution - working examples - 1 - UNIT III
Переглядів 39 тис.3 роки тому
Signals & Systems - Graphical Procedure to Perform Convolution - working examples - 1 - UNIT III
Signals & Systems - Inverse Z-Transforms - Partial Fraction Method - working examples - 2
Переглядів 18 тис.3 роки тому
Signals & Systems - Inverse Z-Transforms - Partial Fraction Method - working examples - 2
Signals & Systems - Inverse Z - Transforms - Partial Fraction method - working examples - 1
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Signals & Systems - Inverse Z - Transforms - Partial Fraction method - working examples - 1
Signals & Systems - Inverse Z-Transforms - Long Division Method - Working examples - 4
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Signals & Systems - Inverse Z-Transforms - Long Division Method - Working examples - 4
Signals & Systems - Inverse Z-Transforms - Long division method - working examples - 3
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Signals & Systems - Inverse Z-Transforms - Long division method - working examples - 3
Signals & Systems - Inverse Z - Transforms - Long division method - working examples - 2
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Signals & Systems - Inverse Z - Transforms - Long division method - working examples - 2
Signals & Systems - Inverse Z - Transforms - Long division method - working examples 1
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Signals & Systems - Inverse Z - Transforms - Long division method - working examples 1
Signals & Systems - Inverse Z - Transforms - Introduction
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Signals & Systems - Inverse Z - Transforms - Introduction
Signals & Systems - Z - Transforms - Initial Value & Final Value Theorem
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Signals & Systems - Z - Transforms - Initial Value & Final Value Theorem
Signals & Systems - Z - Transforms - working examples - 7
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Signals & Systems - Z - Transforms - working examples - 7
Signals & Systems - Z - Transforms - Working examples - 6
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Signals & Systems - Z - Transforms - Working examples - 6
Signals & Systems - Z - Transforms - working examples - 5
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Signals & Systems - Z - Transforms - working examples - 5
Signals & Systems - Properties of Z - Transforms - Part 4
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Signals & Systems - Properties of Z - Transforms - Part 4
Signals & Systems - Convolution Property of Z - Transform - Part 3
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Signals & Systems - Convolution Property of Z - Transform - Part 3
Signals & Systems - Properties of Z - Transforms - Part - 2
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Signals & Systems - Properties of Z - Transforms - Part - 2
Signals & Systems - Properties of Z - Transforms - Part 1
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Signals & Systems - Properties of Z - Transforms - Part 1
Signals & Systems - Z - Transform of Standard Signals - Part 2
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Signals & Systems - Z - Transform of Standard Signals - Part 2
Signals & Systems - Z- Transforms of Standard Signals - Part 1
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Signals & Systems - Z- Transforms of Standard Signals - Part 1
Signals & Systems - Z - Transforms - working examples - 4
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Signals & Systems - Z - Transforms - working examples - 4
Signals & Systems - Z - Transforms - Working examples - 3
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Signals & Systems - Z - Transforms - Working examples - 3
Signals & Systems - Z - Transforms - Working examples - 2
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Signals & Systems - Z - Transforms - Working examples - 2
Signals & Systems - Properties of Laplace Transforms - Working examples - 1
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Signals & Systems - Properties of Laplace Transforms - Working examples - 1
Signals & Systems - Laplace Transforms - Final Value Theorem - working examples (Special cases)
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Signals & Systems - Laplace Transforms - Final Value Theorem - working examples (Special cases)
Signals & Systems - Laplace Transforms - Initial and Final Value Theorem - Working examples - 2
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Signals & Systems - Laplace Transforms - Initial and Final Value Theorem - Working examples - 2
Signals & Systems - Initial Value & Final Value Theorem - working examples - 1
Переглядів 6 тис.3 роки тому
Signals & Systems - Initial Value & Final Value Theorem - working examples - 1
Sir in scaling.. We need to divide by amplitude ..or else we need to divide by 2 for everything
@@nam..ra...tha...yadav....398 in time scaling divide the time with scaling factor, in amplitude scaling divide amplitude
thank u very much sir!
M ki value both cases main same hee rakhne hai or different bhi rakh sakte hain
Thanks sir z(x(n+1))= z(x(z)) only na how z(x(z))+z(x(0))
Super sir keep doing videos on ece subjects
Excellent
Best
Almost god
@@AmanYadav-tn5kp thank you very much for your support
Thanks sir 🎉🎉🎉🎉🎉😊👍👍👍👍
Super explanation sir❤
Thanks sir 🎉🎉🎉🎉
Clear explanation sir
Thank you, sir very well explained
sir TUSSI great ho
Sir only t chapparu Pi chappaladu
Thanks a ton !!!... really helpled me!!! Thanks for ur efforts
Sir Is this ok for OU syllabus
👍👍
Sir can you give me all important questions from all chapters for sem exam.....
Thank u sir🎉🎉🎉🎉
Thannk you so muchh sirr. U made engneering easy sir 😊❤.
Sir..... Your way of explanation with clear clarification is just awesome...
Thanks Sir❤
Thankyou so much sir The reason for no backlogs are you lectures...👌
Sir jntu R22 regulation Ece upload cheyyandi
TQ sir 🎉
Very clear explanation sir i get more concentration when you teach keep going sir thank you
thank you sir
sir what about quasi conductor?
From semester 1 I have been following you sir ...and i will always get 9 points ..You're a great teacher Thank you!
@@AkhilaPedada-vo3fw thank you very much, may i know where are you studying
Thanks bhayya love uuu
Quality✖️ Content ✅
The worst explanation ever
Super explanation sir🫡🫡
You make our engineering easy ❤ Thanks a lot 🙂
Tq very much sir
Sir Pi model derivations we need sir
Tremendous 🎉
Very good explanation sir , thank you so much for your support sir
Sir devudu la kanipisthunnaru sir exam mundu okkasari choosthe chalu brain loki ellipothundi thank you sir
@@roopatholada8182 thank you very much for your support
Thank you sir
Thank you sir
Sir please upload oblique incidence on perfect conductor
Best video on youtube explaining convolution❤
4:59 Sir t>=0 kyu aaya ?
🙏🏻Thank u so much guruji🙏🏻
Thank u so much guruji🙏🏻😊
Thank u so much guruji🙏🏻
Sir can u explain this sum x1= u(t) -u(t-2) and x2= u(t)-u(t-4) find a convolution . Sir pls respond immediately sir i have an exams so i can go through easily
@@Chandini_chandu123 first plot the graphs of x1 and x2
There is -2mc you took 2 sir in F2