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Solving for a Line Integral

Show that the line integral is independent of the path and evaluate the integral:

Integral_c (2xsinydx) + (x^2cosy - 3y^2)dy

C is any path from (-1, 0) to (5,1).

Solution Summary

In a pdf file, this solution provides an example of proving a line integral is independent and then completes the integral. A detailed, step by step response has been constructed.

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