Get answer: Using the Fundamental Theorem of Line Integrals In Exercises 2534, evaluate

Chapter 15, Problem 29

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In Exercises 25 - 34, evaluate the line integral using the Fundamental Theorem of Line Integrals. Use a computer algebra system to verify your results.

\(\int_{C} e^{x} \sin y d x+e^{x} \cos y d y\)

C: cycloid \(x=\theta-\sin \theta, y=1-\cos \theta\) from (0, 0) to \((2 \pi, 0)\)

Text Transcription:

int_C e^{x} sin y dx + e^{x} cos y dy

x = theta - sin theta, y = 1 - cos theta

(2 pi, 0)

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