1 : 10,000,000
simply divide by the digit 2
The odds of guessing seven correct numbers in a typical lottery with 49 numbers is approximately 1 in 85 million. This calculation assumes that each number has an equal chance of being selected.
13 because it is a 2-digit number? or because the third # in the set of odds (1,3,5,7,9...) would be 11, not 13... ~Im a secret
It is best to assume independence between the numbers (i.e. the 4th doesn't affect the 5th)If that is true, then the odds are .1(We don't have to worry about area codes exist, or about avoiding 911, since this is the 4th digit)
If the numbers on the cube are one through six, you have a one out of six chance of rolling any of them. If they are double-digit numbers, your chance is zero.
simply divide by the digit 2
It is 0.000009 approx.
main parachute not opening is about 1 in 1000 and for both main and reserve parachutes not opening is 1 in one million.
Since there are six sides on a die, the odds of rolling a 4, or any digit for that matter is 1/6
Postcode for Rashi St. Tel Aviv: (based on building numbers): 1-17 - Odds: 63294 2-24 - Evens: 63294 19-49 - Odds: 63265 26-54 - Evens: 63265 51-53- Odds: 64287 55 to end of street, odds: 65209 56 to end of street, evens: 65209
four out of seven times
Best way to answer this question is by figuring out the probability of a phone number not containing the number 7. There are 9 other numbers that are not a 7, so odds of each digit not being a 7 is 90%. For a 7-digit number, calculation would be 0.9*0.9*0.9*0.9*0.9*0.9*0.9 or 0.9^7. This equals 47.8%, which means the odds of a phone number containing at least one 7 is 100% - 47.8%, which is 52.2%. But phone numbers do not begin with 0 or 1, so if we account for that, the odds of the first digit not being a 7 is 7/8, not 9/10. We replace the first 0.9 with 0.875, and the result is 53.5%. There are other scenarios we can take out, like numbers that begin with 555, but I'll just leave it at that.
The odds of guessing seven correct numbers in a typical lottery with 49 numbers is approximately 1 in 85 million. This calculation assumes that each number has an equal chance of being selected.
probability, odds, possibility, prospect, likelihood, opportunity, opening, occasion, accident, fortune, luck, fate, destiny, coincidence, speculation
There are seven different week days; the probability of any specific date falling on any given week day (for a year chosen at random) are 1/7.The odds of September 7 falling on a Tuesday are exactly 14%.(In the Julian calendar, the odds are exactly 1/7.)
there are 36 possible combinations in two single die tosses. The odds of any one combination is then 1:36
13 because it is a 2-digit number? or because the third # in the set of odds (1,3,5,7,9...) would be 11, not 13... ~Im a secret