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Yackeline V.

Calculus 2 / BC

8 months, 4 weeks ago

Hello and welcome to this video solution of numerous. So you have to calculate the vector field of the plane. So let me write down the expression which is the fx white. That is equal to X squared plus Y squared plus X squared plus Y. Do develop four. Right? Sorry, X squared Y squared. Then we have X Y plus y to the bottle for right now the vector field can be calculated as uh D f D X. Bill. It's a partial derivative of Icap Plus they left Del Y. Jacob. Right? And there is no function of sex. So these two will work. No. Sorry? Yes. Okay. So we take the derivative of here. So this will be okay fine. So with respect to extract so why is square two weeks? Right. Plus here we will have why only this? Right? This is I cap plus partial. Everybody will be your X square to Y plus X Plus four Y Cube. Right? This Jay? Now this is equal to two X Y squared plus Y. Jacob. Sorry I cab plus AH two x square y Plus X-plus four White Cube jay. Right, So this is the expression of the vector field. I hope this is clear to you and have very good. Thank you.

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01:11

In mathematics, integration is one of the two main operations in calculus, with its inverse, differentiation, being the other. Given a function of a real variable, an antiderivative, integral, or integrand is, loosely speaking, a formula that describes the function. Integration is the inverse operation to differentiation. The integration of a function "f"("x") is its indefinite integral denoted by ?"f"("x")dx.

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