Go to
http://www.bloodbook.com/world-abo.html
and figure it out, if you are desperate. Just keep in mind that the number of people in each country will affect the answer, so averaging will not work.
The way to calculate the frequency of blood types is to find the numbers of each allele in your gene pool and divide each number by the total number of alleles. Multiply the decimal by 100 and you have a percent- your allele frequency.
In a population with two alleles for a trait, the frequencies of the alleles must add up to 1. If the frequency of allele p is 0.68, then the frequency of allele q can be calculated as q = 1 - p. Therefore, q = 1 - 0.68 = 0.32.
The three alleles of the single gene that controls blood type are typically referred to as A, B, and O. The A and B alleles are co-dominant to each other, while the O allele is recessive to both A and B.
Allele frequencies in a population refer to the proportion of each allele for a given gene among all alleles at that locus. Since all possible alleles at a locus contribute to the genetic makeup of that population, the sum of their frequencies must equal one, representing the entire genetic pool for that gene. This ensures that the distribution of alleles reflects the entirety of genetic variation available for that trait within the population.
An allele is a form of a gene. For example, the allele B may lead to black fur and the allele b may lead to white fur. Both B and b are alleles for fur colour.In general notation, dominant alleles are written with a capital letter (eg. B, T, P) and recessive alleles are written with a lower case letter (eg. b, t, p). A person will have two alleles (one from each parent) for every gene. Dominant alleles are expressed over recessive alleles.
Yes, the ABO blood group system is determined by multiple alleles. There are three main alleles involved in the ABO blood group system: A, B, and O. These alleles determine the presence or absence of specific antigens on red blood cells, which results in the different blood types (A, B, AB, or O).
Three common blood alleles are A, B, and O. A person's blood type is determined by the combination of these alleles. People with type A blood have A alleles, people with type B have B alleles, people with type AB have both A and B alleles, and people with type O have neither A nor B alleles.
Each parent can pass on one of two alleles for each gene to their offspring. This results in four possible combinations: A-B, A-b, a-B, and a-b, where A and a represent alleles from one gene and B and b represent alleles from another gene.
In a population with two alleles for a trait, the frequencies of the alleles must add up to 1. If the frequency of allele p is 0.68, then the frequency of allele q can be calculated as q = 1 - p. Therefore, q = 1 - 0.68 = 0.32.
The three alleles of the single gene that controls blood type are typically referred to as A, B, and O. The A and B alleles are co-dominant to each other, while the O allele is recessive to both A and B.
The relationship between the frequencies of three alleles of a gene in a population is that they must add up to 1 (100). This is known as the Hardy-Weinberg equilibrium. The frequencies of the three alleles can be represented as p, q, and r, and the equation p q r 1 must hold true in a population for genetic equilibrium to be maintained.
D) the change in frequencies of alleles due to random events
Gene or allele frequency
0.58
.9
Allele frequencies in a population refer to the proportion of each allele for a given gene among all alleles at that locus. Since all possible alleles at a locus contribute to the genetic makeup of that population, the sum of their frequencies must equal one, representing the entire genetic pool for that gene. This ensures that the distribution of alleles reflects the entirety of genetic variation available for that trait within the population.
The frequency of the allele represents the percentage of that allele in the gene pool
32 - apex