Along a Curve - Maple Help

Line Integral along a Curve in 2-D

 Description Calculate the line integral of F.dr along a curve.

Define the coordinates.

 > $\mathrm{VectorCalculus}\left[\mathrm{SetCoordinates}\right]\left({\mathrm{cartesian}}\left[{x}{,}{y}\right]\right):$

Define the vector field.

 >
 $\left({x}{}{y}\right){\stackrel{{_}}{{e}}}_{{x}}{+}\left({2}{}{x}{+}{3}{}{{y}}^{{2}}\right){\stackrel{{_}}{{e}}}_{{y}}$ (1)

Specify the curve and range of the path, and then calculate the line integral of the vector field.

 >
 ${-}\frac{{170}}{{3}}$ (2)
 Commands Used