Solution-If a polygon has at most one non-acute angle how

If a polygon has at most one non-acute angle how many sides

Reference no: EM13588334

1.a) Prove: if every angle of a polygon is acute, then the polygon is a triangle. That is, it can't be a quadrilateral, or a pentagon, or any n-gon with n > 3.

b) If a polygon has one right angle and otherwise acute angles, how many sides can it have? Prove your answer.

c) If a polygon has at most one non-acute angle, how many sides can it have? In your proofs, you may use standard facts about angles in polygons.

Reference no: EM13588334

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If a polygon has at most one non-acute angle how many sides

Reference no: EM13588334

Reference no: EM13588334

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