how dirac(n) acts same as dirac(t) in frequency domain ? I dont understand how we transform continuous to discrete. I have problems on converting CT to DT, I am trying to watch several videos about it, but the actual mathematical operation of "converter" is not clear. What I mean is , what is the operator that converts ""impulse(t) >> to impulse[n] with amplitude of 1"" or ""x(t) . p(t) impulse train >> to x[n] as a sequence""
Yes, the sequence in the playlist is from top to bottom also the numbers are mentioned in the description of each video. Playlist Link: th-cam.com/play/PLfUa5X9whlE9E2CYt3_LArfpFx_8ZYDrJ.html
![Discrete Time Signals and Sequences [Year - 4]](http://i.ytimg.com/vi/pkaOj4kg-1k/mqdefault.jpg)
how dirac(n) acts same as dirac(t) in frequency domain ? I dont understand how we transform continuous to discrete.
I have problems on converting CT to DT, I am trying to watch several videos about it, but the actual mathematical operation of "converter" is not clear.
What I mean is , what is the operator that converts ""impulse(t) >> to impulse[n] with amplitude of 1"" or ""x(t) . p(t) impulse train >> to x[n] as a sequence""
Is the sequence of view this series is same from top to bottom. Can you please assign numbering
Yes, the sequence in the playlist is from top to bottom also the numbers are mentioned in the description of each video. Playlist Link: th-cam.com/play/PLfUa5X9whlE9E2CYt3_LArfpFx_8ZYDrJ.html