There are 3 balls in a bag, one red, two blue.
Therefore, there is a 33.33% (Cell A1) chance of picking the red ball, and a 66.66% (Cell A2) of picking a blue ball.
Would there be a formula to calculate the probability in a 'Best of X' race?
So for instance, what would be the probability of picking 2 red balls, before 2 blue balls? (Best of 3)
or the probability of picking 7 red balls, before 7 blue balls? (Best of 13)
This question always assumes there are always 3 balls are always in the bag. So it's always a 33.33/66.66% chance.
Thanks!
Therefore, there is a 33.33% (Cell A1) chance of picking the red ball, and a 66.66% (Cell A2) of picking a blue ball.
Would there be a formula to calculate the probability in a 'Best of X' race?
So for instance, what would be the probability of picking 2 red balls, before 2 blue balls? (Best of 3)
or the probability of picking 7 red balls, before 7 blue balls? (Best of 13)
This question always assumes there are always 3 balls are always in the bag. So it's always a 33.33/66.66% chance.
Thanks!