The sides of this polygon divided by sines of the angle opposite them are equal to each other according to the law of sines.
Ceva's theorem gives the condition for the concurrency of certain lines in this polygon. The sides of this polygon divided by sines of the angle opposite them are equal to each other according to the law of sines. The medians of this polygon form the centroid, and Heron's formula can be used to find the area of this polygon. The right form of this polygon obeys the Pythagorean Theorem. For 10 points, name this polygon with three sides.
Ceva's theorem gives the condition for the concurrency of certain lines in this polygon.
{triangle}