Hello and welcome to this taco deal here, we will understand numpty operations.
Let us begin.
First, the import number.
We import numpty as ENPI.
We will understand at a bit at a operations first.
Create an eddy, MP Dot.
Arrange.
Jiro Komati live and then bring the same.
So disputes over one dimensional at a let us understand at a bit at a operations we can add to added.
Similarly, we can do substraction.
Automatic multiplication.
And D.V. generally so.
No, no, down here in the first element.
We are dividing zero by zero.
And here you can see non-value and Biton is also showing a warming runtime warning invalid value encountered
in Peru underscore divide.
So this is all about the array with array operations.
Let us understand at a wide scale our operations.
At a plus hundred.
Great.
So this is an array and this is a scalar.
We can do substraction also, and this is the output.
Similarly, the multiplication.
Great.
And Dave, again, also at a debate about two.
Now, divide one by two to let us take the error zero division error now divided one by Eddie.
He had to be held on time, vaunting, divided by zero, encountered in to divide.
And this is the output.
So in error, if we help infinity at displays only in one place and the order itself are executed,
we can square all the elements in an array.
Also.
Like this ad, it is true to group also great.
So this is all about the Erivedge killer operations.
Let us understand.
Universelle added functions.
And Dodd square root.
Enter at a square root of all the elements in this area.
We can take exponential also and put dot explaining gel.
That is a XP enter at a.
Exponential.
Of all the elements, we can take maximum value.
Also, you can beat out Max.
Then similarly, we can take minimum value and we don't mean at a zero.
Let us see one more function.
And Dot saying.
So this is the output for saying we can take log also and pay dirt log.
Great.
So dictatorial NCEA literary vides in this little the Ellerby.
Understood.
Numpty operations first to be well understood at a bit at a operations.
Then V.L. understood at a wide scale our operations.
And at the end we help understood some universal ADF functions.