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well there are 6 sides and the odd of hitting one is a 1 out of 6 chance. the odds of hitting five is a 5 out 6 chance
6 of 12 a 50% percent chance
If 'A' is five times more likely than 'B', then the odds of 'A' are 5 to 1, and its probability is [ 83 and 1/3 ] percent.
Yes. They are exactly 50 percent. This doesn't necessarily mean that it will happen exactly half the time, only that if you ran the odds an infinite number of times it would be expected to happen 50 percent of the time.
For each pregnancy, there is a 50 percent chance of a boy and a 50 percent chance of a girl baby. So to answer your question the odds are still 50:50.
well there are 6 sides and the odd of hitting one is a 1 out of 6 chance. the odds of hitting five is a 5 out 6 chance
16,666.7 If you had a 0.001 chance of winning, your odds would be 1 in 100,000. So for odds on a 0.006 percent chance, since you have 6 times those odds, divide 100,000 by 6 for an answer of 16,666.6 (repeating).
It has only happened 13 times so far, so it is around a 1 in 10000 chance.
Zere Percent Chance.
I assume the probability is given a percent, or as odds, i.e. there's a 20% chance or 1 in 5 chance. You convert a percent by dividing by 100, 20% = 0.20, you convert odds by dividing the first number by the second, ie: 1/5 = 0.20.
you have about a 42% chance for that to happen
6 of 12 a 50% percent chance
If 'A' is five times more likely than 'B', then the odds of 'A' are 5 to 1, and its probability is [ 83 and 1/3 ] percent.
It means there is a chance of being right 2 times out of three. 2:1 odds means 1 chance of 3 to be right; 1:1 odds means an even chance; 1:2 (0.5)odds is 2 of 3; 1:9 is 9 chances of being right out of 10 etc.
The odds If you were to attempt something 60 times that has a 1:1000 odd would be 60:1000, or simplified would be 3:50 chance.
14.2%
Yes. They are exactly 50 percent. This doesn't necessarily mean that it will happen exactly half the time, only that if you ran the odds an infinite number of times it would be expected to happen 50 percent of the time.