ROULETTE - PROBABILITY

Probability theory and statistics

ROULETTE - PROBABILITY

Postby Guest » Thu Oct 17, 2019 5:58 pm

values: all natural numbers 1-36 plus 0 [0-36]
Only six fields are uncovered [x=6, N° being 0, 19, 20, 21, 22, 23, 24]


1. What is the probabilty on these numbers to appear [absolute averages, min, max]
on [y=1000 random numbers] in singles

2. & the same questions as above, but spinning wheel results [these numbers] repeating consequently in twos, threes, fours, fives, sixes, sevenths, eights, nines, teens.

i.e - obviously an extremely unlikely one but . .
34,23,"24,19,0,16",30,21,20,0,7,5,0,"24,19,20,24",6,7,34,"19",7,5,"23,24,19,0",36,12,1,23,24,23,20,19,21,0"

3. How do the formulas be adapted to be used for different x [x=5,4,3,2]


Beside the results I require formulas too so I am able to calculate myself & adapt them to further use.
'
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