
Michael R. answered 12/08/22
Teacher of Mathematics with 18 years of Experience
Hi Teana.
The probability of NOT BLACK is calculated as (the number of not black slots)/(the total number of slots)
This is an easy problem made impossible because it doesn't include a description of the roulette wheel.
(Or was it you who didn't include it?)
Don't worry I'll find one on the internet.
I'll be right back.
I'm back, with interesting news.
I just discovered something about roulette wheels that I didn't know before.
They're not all the same. I found 3 different roulette wheels, but they're all pretty close.
They ALL include the numbers 1 through 36 on alternating red and black slots.
So, ALL roulette tables have 18 red slots and 18 black slots.
On this wheel the probability of red (not black) is 1:2 (50%)
Some wheels have a single GREEN slot numbered "0". This brings the total number of slots up to 37.
On this wheel the probability of red or green (not black) is 19:37 (51.35%)
Some wheels have two GREEN slots numbered "0" & "00". This brings the total number of slots up to 38.
On this wheel the probability of red or green (not black) is 20:38.
This reduces to 10:19 (52.63%)
There we go, the correct answer is it depends on the wheel.
I hope this helps.
And thank you for helping me learn something new.
Teana H.
19/37 is the correct answer12/08/22