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1. For which numbers n can it happen that a (not necessarily convex) pentagon has exactly n diagonals lying entirely in its interior? For each possible n, draw an example of a pentagon with exactly that many such “internal diagonals”.
2. Can a convex broken line self-intersect? (If yes, give an example, if no, give a proof.)
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hi sydbernard
1. I think to do this, you'd have to work through all the possibilities. geogebra as I mentioned before would help.
2. What is meant by a 'broken' line?
Bob
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