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(e) We discussed the set of points equidistance from two fixed points. Draw the set of points equidistant from A
and B, and then from A and C. (I have the graphs shown twice here. I have both B and C on graphs so you
can see the relationship between them.) Draw the first set A and B on the first graph and the second set on the
second graph.
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A
(f) When we did this in class, the Taxicab Geometry, this set varied depending on the original two points location
in comparison with one another. Are there other points, A' and B' whose set of points equidistant two these
two look different than the original set A and B. (If question is not clear, let me know!)
