Suppose you have a general shape defined by a bunch of coordinate points that form something that looks like a circle, ellipse, or general closed curve – how do you find the area bounded by these points?
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Suppose you have a general shape defined by a bunch of coordinate points that form something that looks like a circle, ellipse, or general closed curve – how do you find the area bounded by these points?
If those points may not define a convex polygon, you need a concave hull algorithm in step 1.