Sir can you please give us some idea about what subject playlist you will resume (or if possible start a new one) in coming time?? So that we know what topics we will have to prepare by ourselves for GATE 2019
Neso Academy but sir in gate there is less weightage for microprocessors... it's just a suggestion that instead of microprocessor you can start communication systems
kapil jaipal It’s a complex exponential(Euler’s identity). e^-(jw∞) is clockwise rotation in S-plane for which period is not defined neither frequency. You can’t assume it as normal exponential.
sir one question pls exp. ki power -j(infinity) does not equal to 1/exp ki power j(infinity) and if it is so then 1/exp ki power j(infinity) = 1/infinity which will further =0 that means forier transform of u(t) equal to (-1/jw)
Having my exam in less than 10 hours :)
Thank you NESO!
Beautifully explained. Thank you Sir. ❤️
Sir e^(-j×inf.)=0 bcs anything raise to minus infinity=1/anything raise to infinity=0
nice
you're right but not it case of complex number
I wqs going to tell this answer .. but why they aren't using it ?
@@ajithantony4530 the exponent is jw , not a real exponent
Very usefully explained.
Thank you sir .....
Plz give deep explanation and more examples which are very difficult
ill give deep
Please do videos on Correlation topic with including derivations also please sir
Thank you very much
Please upload lectures on VHLD
no
Sir can you please give us some idea about what subject playlist you will resume (or if possible start a new one) in coming time?? So that we know what topics we will have to prepare by ourselves for GATE 2019
Neso Academy thank you so much sir... This means a lot
Neso Academy but sir in gate there is less weightage for microprocessors... it's just a suggestion that instead of microprocessor you can start communication systems
Start EMT first (its basic subject)
Control Systems ? Oh god yesss
Come on neso team please complete signals and systems quickly
sir but exp(-infinity ) is equal to 0.......{6:14}
Yes exp(-infinity) =0 But exp(- j infinity) is not
Nice class
Sir Plz provide full signal system
Upload full videos on s&s
nice
nice
nice
where are the lectures please? I can't find any ppt or pdf files
Can you please give the lectures some numbers so that order is maintained?
ok
how will u find out that u(t) is a power signal
think
exponent of infinity is canbe written as zero sir so the ps is defined. is it?
kapil jaipal It’s a complex exponential(Euler’s identity).
e^-(jw∞) is clockwise rotation in S-plane for which period is not defined neither frequency. You can’t assume it as normal exponential.
@@alphasatari kool. yeah.
Sir please provide notes off this playlist on your app it is not updated yet
Okay, where did that final answer come from? x(jw) = (1/jw) + pi*d(w) ???? You can't just state that answer without showing how you get that.
sir pls upload more video ....................pls
oh yas more video
all therse conditins are not necessary and also tell which one necessary for fourier series
brain
kya brain
sir one question pls
exp. ki power -j(infinity) does not equal to 1/exp ki power j(infinity) and if it is so then 1/exp ki power j(infinity) = 1/infinity which will further =0 that means forier transform of u(t) equal to (-1/jw)
Gurpreet Singh since j is present there we cannot define
Gk ada translate nya pak, saya gk bisa bahasa inggris
e^(-infi) =0
Then why???
it's only for real , there it's e^(-j)(infi) which is imaginary