Whatโs the Probability That Two Randomly Drawn Chords in a Circle Intersect?
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๐ฅ In this video, we will solve a medium-difficulty probability problem. Whatโs the Probability That Two Randomly Drawn Chords in a Circle Intersect? Chords are the lines connecting two random points on the circumference of the circle. Any two chords can be represented by four random points. There are three possible ways to draw the chords:
1) They intersect
2) Are parallel
3) Neither intersect, nor are parallel
Thus, the probability that two randomly drawn chords in a circle will intersect is one-third (1/3).
๐ Keyโฆ
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Chapters (3)
Introduction to the problem.
0:43
Solution.
1:09
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