Calculate (int_{C_{1}} y d x+x^{2} y d y), where (C_{1}) is the oriented curve in Figure 1(A).

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Calculate $\int_{C_{1}} y d x+x^{2} y d y$, where $C_{1}$ is the oriented curve in Figure 1(A).

3 C (A) 3 -X y 3 (B) C 3 -X

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Calculus

ISBN: 9781319055844

4th Edition

Authors: Jon Rogawski, Colin Adams, Robert Franzosa

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Calculate (int_{C_{1}} y d x+x^{2} y d y), where (C_{1}) is the oriented curve in Figure 1(A).

Question:

3 C (A) 3 -X y 3 (B) C 3 -X

Step by Step Answer:

We compute the line integral as the sum of the line integrals over the segments overlineA O overlineO B and the circular arc BA The vector field is ma...View the full answer

Calculus

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