00:01
Here we have x of n that's equal to minus 2, minus 4, minus 1, 0.
00:12
Xn is an anti -casual mirror.
00:16
Okay.
00:17
It is an anti -casual mirror.
00:18
So, x of n is equal to 0 when n is greater than equal to 0.
00:27
This is what we are getting over here.
00:29
Now, it is an anti -casual mirror.
00:35
So, that's why this will have the rule like this.
00:37
Now, x of n which is equal to minus 2, minus 4, minus 1, 0, 1.
00:49
This is n is equal to minus 5.
00:52
This is n is equal to minus 4.
00:55
This is n is equal to minus 3.
00:57
In the same way, this is n is equal to minus 2 and this is n is equal to minus 1.
01:03
Now, after that, we can go to the rule that is x of z that's equal to summation of minus 1, n of minus 5, n is equal to minus 5.
01:16
Okay.
01:16
X of n multiplied with z to the power of minus n...