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Mathematics, 17.07.2021 04:30 Leftie500
Suppose we have a stick of length 1.a) We randomly uniformly choose a point and break the stick into two pieces. Find the expected length of the smaller piece. b) We randomly uniformly choose two points (independently) and break thestick into three pieces. Find the probability that the three resulting piecescan be arranged to form a triangle (i. e. all triangle inequalities are satisfied;i. e no piece is longer than the sum of the other two).
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Suppose we have a stick of length 1.a) We randomly uniformly choose a point and break the stick into...
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