00:01
Hello student, here we have a given that is binary number that is 1 1 0 0 1 and 0 0 1.
00:10
Now, for first part here we have to find for a bipolar nrz.
00:16
So, bipolar nrz.
00:23
So, for this if we draw the diagram for this that is let us suppose this is the axis and for this if we draw the line.
00:30
So, here we have a given binary function that is 1 1 0 1 0 0 1.
00:36
So, now, first here we have a value 1 1.
00:42
So, this is 1 and this is 1 and now after that we have a double 0.
00:48
So, the value is going to downside.
00:52
So, here we have that is 0 0 for this and now we have a double 0.
01:02
So, we have 0 0 and again we have given that is 1 and so we have the value 1 and now again 2 0.
01:12
So, for this, this is the bipolar nrz that is 0 0 and again 1.
01:19
So, we have this, this is the answer for the bipolar nrz.
01:23
Now, for this second part here for unipolar z, unipolar rz here this is for rz it is given by that is this is the line and for unipolar we can draw again that is for the given binary function.
01:50
So, here we have that is again double 1.
01:54
So, we have 1 1.
01:56
So, here this is for 1 and this is for now we have again 0 0.
02:02
So, at the point this we have 0 0 and now for 1 we have 1 and now again for this we have 2 0 that is 0 0 and we have 1.
02:19
So, this is for the unipolar rz and now for the part here we have to find for the manchester.
02:28
So, for the third part here manchester it is given that is for as we know for this that is this represent that that is for 0 and this symbol represent for 1.
02:47
So, for using this symbol we can draw manchester for given binary function.
02:51
So, here we have a given that is the value for it is given that is 1.
02:56
So, for this we can go using this symbol.
03:00
So, here we have that is and now again we have a again 1...