The answer would be 25%.
thirteen sixteenths.
Assuming that children of either gender are equally likely, the answer is (1/2)3 = 1/8
There are 2 red queens, assuming a randomly shuffled deck the chances of any one card being selected is 1 in 52, therefore the chance of either of the red queens being selected is 2 in 52. This is normally shown as 1 in 26.
No. And not is spelling either! It is percent.
15% of 380 = 57 25% of 210 = 52.5
thirteen sixteenths.
Assuming that children of either gender are equally likely, the answer is (1/2)3 = 1/8
If you can conceive you child will be either male or female; and there is always an equal chance for either.
50/50 % chance for either one. Little as well as average size
You mean shiny Pokemon. Every Pokemon has either a 1/8000 percent chance of being shiny or 1/800. Sorry I can't remember. Either way. They are rare.
Fifty percent. All eggs contain an X chromosome. Sperm are either X or Y, and are usually present in equal numbers.
Indications are that an estimated 66 percent of U.S. adults are either overweight or obese and 16.3% of children are obese.
Since each fertilization has 50% chance of either male of female, three females would be 12.5%
it depends on the husbands genotype, if it is a recessive gene (bb) then there is a 50 50 chance of either straight or curly hair. if the husbands straight hair is a heterozygous gene, then there is a 70% chance for either straight or curly hair.
Each chil born has roughly a 50% chance of being AB, 25% chance of being A and a 25% chance of being B also the positive refers to a particular protein which is either present or absent from your cells (i.e +ve and -ve). All the children should be positive as both parent have the protein.
Assuming you mean Triplets, or three children at the same time- yes, you can! This can either be done by surrounding your pregnant sim with children's objects and having her watch children's television (for rather long intervals). Or, if she has enough Lifetime Happiness, she can "buy" the Fertility Treatment Reward- which will increase her chances.
There are 2 red queens, assuming a randomly shuffled deck the chances of any one card being selected is 1 in 52, therefore the chance of either of the red queens being selected is 2 in 52. This is normally shown as 1 in 26.