Abigail made the following conjecture: "If four points lie in a plane, the points are collinear." Which figure is a counterexample to Abigail's conjecture?

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Eran Moshe · Answer 1 · 2024-03-17T19:04:11+0000

Answer:

Abigail's conjecture is incorrect. A counterexample to her conjecture would be a set of four points that lie in a plane but are not collinear.

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Abigail made the following conjecture: "If four points lie in a plane, the points are collinear." Which figure is a counterexample to Abigail's conjecture?

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Abigail made the following conjecture: "If four points lie in a plane, the points are collinear." Which figure is a counterexample to Abigail's conjecture? ​

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Abigail made the following conjecture: "If four points lie in a plane, the points are collinear." Which figure is a counterexample to Abigail's conjecture?