Calculus 3: Line Integrals (27 of 44) Vector Field: Evaluate a Line Integral

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In this video I will evaluate the line integral of (F)(dy) of a vector field f=(xy^2)i+(2)j+(x)k along a given path C.

Next video in the series can be seen at:
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What is the geometric difference between ∫_C *F* dt and ∫_C *F* dy. I am having trouble visualizing what ∫_C *F* dy represents

xoppa
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How to find the next video, the one with d(theta)?

nikolosborne