_angle-bisectors-and-an-olympiad-geometry-problem.jpg "Angle Bisectors and an Olympiad Geometry Problem from angle bisector theorem of a triangle Video Screenshot Preview")
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⏲ Duration: 9 min 89 sec
✓ Published: 19-Nov-2019
✓ Published: 19-Nov-2019
Description:
We'll use the angle bisector theorem, the law of sines, and geometric principles to solve a math olympiad problem in this video. We will connect angle bisectors to the sines of their angles, using both geometry and trigonometry. We'll utilize graphs to find the final answer. For more background on the problem, it's one of my favorite geometry problems of all time. I discovered it on reddit a few months ago. It comes from a Bulgarian junior math olympiad selection test. I found it interesting bec
We'll use the angle bisector theorem, the law of sines, and geometric principles to solve a math olympiad problem in this video. We will connect angle bisectors to the sines of their angles, using both geometry and trigonometry. We'll utilize graphs to find the final answer. For more background on the problem, it's one of my favorite geometry problems of all time. I discovered it on reddit a few months ago. It comes from a Bulgarian junior math olympiad selection test. I found it interesting bec
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