1 in 4,782,969
in my head if the question is what is the method of long division: the first step is to know the multiplication table from 1 to 9 of the denominator then play the price is right with those numbers and the first set of digits larger than your number. on the top, write the factor of the winning number and subtract the winning number from those digits. rinse and repeat
That depends on what nine numbers are on the spinner! However, if your spinner is numbered 1-9 and the spaces are all the same size, then your chances for an even number are four out of nine (2,4,6,8 are even.)
Unless you're a very indecisive personality, the ease or difficulty of picking a number shouldn't have anything to do with what size group of numbers you're asked to pick it out of. But if you're trying to guess what number somebody else is thinking of, then your chance of guessing his number between 1 - 5 correctly is double the chance of guessing his number between 1 - 10 correctly. Between 1 - 5: Your chance of guessing his number is 20%, or 4 to 1 odds against. Between 1 - 10: Your chance of guessing his number is 10%, or 9 to 1 odds against.
1/50653 Happened to me twice in 2 consecutive days with the numbers 6 and 9. I try not to read too much into it...
Here are the two for comparison;For 3 to 1 odds of winning;Probability of winning:0.25, or;Chance of winning:25%---------------------For 9 to 1 odds of winning;Probability of winning:0.1, or;Chance of winning:10%
If the odds are 9 to 7, the chance of winning is 43.75%
For 9 to 11 odds of winning;Probability of winning:0.55, or;Chance of winning:55%
That means that you have a very slim chance of winning. About a 10% chance of you winning, and a 90% chance of the others winning.
9..not a chance
If you mean, on a specific RANDOM hand, there is, depending on the precise rules, approx. a 43% chance of winning the hand, a 9% chance of a tie, and and a 48% chance of losing the hand.
Bingo America - 2008 2-9 was released on: USA: 8 October 2008
10,000,000 to one.
1 in 4,782,969
In this example I shall use a full ring game (10 players). Against 9 random hands A6 suited has a 12,67 percent chance of winning. The pair of 6's have a 12,89 percent chance of winning against 9 other random hands. When the 2 examples are heads up the situation is the following: The pair of sixes has preflop 64,62% chance of winning against A6 suited. The A6 suited, 32,7% chance of winning against pocket 6's. Conclusion: Pocket 6's are mathematically speaking always a better starting hand.
the probability of winning that is the number you get over the total number of times you play the round!!!!!!!!!!!!for example: if i flipped the spoon two times, and you were supposed to flip 18 times, then the probability of winning is 2/18, which reduces to 1/9.
Bingo America - 2008 2-11 was released on: USA: 9 October 2008