Now that we defined a simple artificial Neron, it's time to take a look at exclusive logical gate X
or here we have two imputes we can call them and B or just call them X and Y, like a previous example,
X and here VI and the output Z in this game, the output would be one or the output would be true.
Whenever the inputs are different, it means when Boulting Putes are zero about what will be zero.
When voting foods are the same one the output is also zero.
But whenever the inputs are different then the output is one.
I'm going to call these X is X and here these axis Y.
OK, here we have zero and zero in this point, just like previous example for and gate and or gate,
they're going to show the zero output with a circle and these two one feed triangle here we have zero
zero here we have when Y is one and X is zero, this one is when X is one and Y is zero, meaning they
are different, whatever triangle would be, whenever the inputs are different.
And again, for one on one input, I'm going to show you the circle again because it's zero.
We want to just separate these two.
There is no way that I can separate these two sets of data.
Which one line?
Anything that I do.
I need to do it with two lines.
Here is one line and here is another line.
I suppose the input is less than whenever the input of our data is less than the value of dysfunction
and greater than this one.
Then we will have an output of one.
Otherwise we have output of zero.
The question here would be how can we show it with anyone?
Because we learn for each function.
We need to have one error for this purpose.
We need to convert it to another graph here.
I'm going to call these excess and and this success or so I'm going to convert this data into another
graph which is based on or and and for both inputs zero.
Both X Wold or of them and and of them is zero.
So it would be here.
The output of them is also zero for both one whenever this one, this will be reflected here whenever
bool Darwan so the output would be born.
It's the same four and it's the same four and and whenever here we have the output of zero and one and
one and zero, the four of them would be one and, and of them in both cases would be zero.
So both of them are going to reflect on this line, which I show that we do triangle now that I converted
this data into another graph, it says or annexes and I can they are now separated all they are trackable.
I can separate them with one line.
And here it's.