Sir thank you very much sir. I followed all ur classes including analog and digital systems. Now I am better than my friend who is taking gate coaching. Hope i can crack gate exam . If i crack gate it's all because of your videos
A causal system has input x(n) and output y(n) .find the umpulse response h(n) for x(n)=δ(n)+1/6.δ(n-1)-1/6.δ(n-2), y(n)=δ(n)-2/3.δ(n-1) Can anyone please helpe with this 😢😢
dude im sorry but at one point u say its depending on the future input and then like 2 minutes later you say its independent. Wording in a topic like this is crucial for getting your point across and this confused me a lot
Your lecture is always better than the 'essay'-type explanations in those super thick reference book but giving nothing to the students.
This is exactly what i was looking for. Nobody explains how this condition of h(t)=0 for t
Sir thank you very much sir. I followed all ur classes including analog and digital systems. Now I am better than my friend who is taking gate coaching. Hope i can crack gate exam . If i crack gate it's all because of your videos
Whoever u are u are doing a great job......keep doing it...it helps students so much....
bahut duaayein lagengi....
Omg thank you!!, finally got it
Excellent vocabulary
What a concept bro.
Hats off 2 you
Please upload fourier and laplace transform
Sir (t-tau) is taken to input...why not to h(t)?
I have a question. In impulse response we use t,tau,dtau
Which means what?
Sir .. is property 6 applicable for any impulse h(x)??
Sir wht if tao is greater then ?
A causal system has input x(n) and output y(n) .find the umpulse response h(n) for x(n)=δ(n)+1/6.δ(n-1)-1/6.δ(n-2), y(n)=δ(n)-2/3.δ(n-1)
Can anyone please helpe with this 😢😢
Why do u put last graph as h(t)=1 for t is greater than 0. But our condition is h(t) =0 for t less than zero
Bcoz y(t) should be zero for all values of tau
2nd
dude im sorry but at one point u say its depending on the future input and then like 2 minutes later you say its independent. Wording in a topic like this is crucial for getting your point across and this confused me a lot