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Mathematical statistics of sets/games - Tennis 3 sw (set 1)

Graphs of sample (in blue) and basic random variables (probability density)


Quantity of matches (sample size) : 4212, period of time : 01-28-2010 - 06-13-2021


Games total

Average per set E = 9.88, variance V = 3.91, SD = 1.98, E/V = 2.52, Min = 6, Max = 13
P1 = 51.1%, draw = 0.0%, P2 = 48.9%, total 0 = 0.0%, over 2.5 = 100.0%, under 2.5 = 0.0%
Basic random variable ~ Tennis distribution function for sets/games: set win_1 = 49.93 (50.08)%, game win_1 = 50.03 (49.97)%

Tennis distribution function and Total (set) PDF - Tennis
Tennis distribution function and Total (set) CDF - Tennis

Player 1 - won games

Average per set E = 4.95, variance V = 3.12, SD = 1.77, E/V = 1.58, Min = 0, Max = 7
Basic random variable ~ Tennis distribution function for sets/games

Tennis distribution function and Total 1 (set) PDF - Tennis

Player 2 - won games

Average per set E = 4.94, variance V = 3.20, SD = 1.79, E/V = 1.55, Min = 0, Max = 7
Basic random variable ~ Tennis distribution function for sets/games

Tennis distribution function and Total 2 (set) PDF - Tennis

Games difference

Average per set E = 0.01, variance V = 8.72, SD = 2.95, E/V = 0.00, Min = -6, Max = 6
Basic random variable ~ Tennis distribution function for sets/games

Tennis distribution function and Difference (set) PDF - Tennis
Page time:

Tuesday
12-07-2021
20:49:45 UTC