WEBVTT

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Hello and welcome to this taco deal here, we will understand numpty operations.

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Let us begin.

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First, the import number.

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We import numpty as ENPI.

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We will understand at a bit at a operations first.

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Create an eddy, MP Dot.

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Arrange.

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Jiro Komati live and then bring the same.

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So disputes over one dimensional at a let us understand at a bit at a operations we can add to added.

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Similarly, we can do substraction.

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Automatic multiplication.

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And D.V. generally so.

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No, no, down here in the first element.

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We are dividing zero by zero.

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And here you can see non-value and Biton is also showing a warming runtime warning invalid value encountered

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in Peru underscore divide.

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So this is all about the array with array operations.

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Let us understand at a wide scale our operations.

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At a plus hundred.

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Great.

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So this is an array and this is a scalar.

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We can do substraction also, and this is the output.

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Similarly, the multiplication.

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Great.

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And Dave, again, also at a debate about two.

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Now, divide one by two to let us take the error zero division error now divided one by Eddie.

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He had to be held on time, vaunting, divided by zero, encountered in to divide.

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And this is the output.

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So in error, if we help infinity at displays only in one place and the order itself are executed,

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we can square all the elements in an array.

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Also.

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Like this ad, it is true to group also great.

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So this is all about the Erivedge killer operations.

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Let us understand.

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Universelle added functions.

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And Dodd square root.

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Enter at a square root of all the elements in this area.

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We can take exponential also and put dot explaining gel.

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That is a XP enter at a.

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Exponential.

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Of all the elements, we can take maximum value.

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Also, you can beat out Max.

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Then similarly, we can take minimum value and we don't mean at a zero.

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Let us see one more function.

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And Dot saying.

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So this is the output for saying we can take log also and pay dirt log.

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Great.

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So dictatorial NCEA literary vides in this little the Ellerby.

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Understood.

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Numpty operations first to be well understood at a bit at a operations.

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Then V.L. understood at a wide scale our operations.

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And at the end we help understood some universal ADF functions.