Question: Here is a rectangle \(\mathrm{C}\) with eight labeled points:

Go with the vector field \(\quad\) Field \([x, y]=\{y+x,-x\}\)

For each labeled point \(\{x, y\}\), pencil in the field vector Field [x, y] with tail at \(\{x, y\}\) On the basis of your plot, estimate whether the net flow of this vector field across the edge of this rectangle is from inside to outside, or is from outside to inside, and estimate whether the net flow of this vector field along this curve is clockwise or counterclockwise.

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Solution: The downloadable solution consists of 2 pages
Deliverable: Word Document