Interesting that rates vary. Doesn’t this make the calculation of when a species diverged highly complex? I.e a calculation of what mutations have occurred in which parts of the chromosome and at what assumed rate?
Presumably also some gene mutations are dominant? I can’t remember the ‘rules’ that determines human eye colour, but I seem to remember brown is dominant. If my unscientific understanding is correct, then a mutation of a dominant gene should spread more quickly than a mutation of a non-dominant one.
"Dominant" refers to the gene's effect on phenotype, and does not imply anything about the rate of spread. Eye color is a good example.* Blue eyes have no pigment at all (they diffract blue, like the sky). Brown eyes come from a dark pigment in the iris (it's a melanin, somewhat similar to the pigment that darkens human skin). Recall that vertebrates have two copies of each chromosome (let's ignore the sex chromosome) in every somatic cell. If either chromosome carries a working gene for that pigment**, then the individual will have brown eyes. Only if both chromosomes have a nonfunctional version of that gene, will your eyes be blue. So, just one copy of the brown version "dominates" the blue version.
As for how quickly the gene will spread, well, let's assume that two brown-eyed people mate. Unbeknownst to them, they are each heterozygous - they each carry one copy of the blue-eye allele. Then 25% of their offspring will be homozygous blue (and have blue eyes), 25% will be homozygous brown (have brown eyes, and pass on only the brown-eye gene, meaning all of
their children will be brown-eyed) and 50% will be heterozygous (brown-eyed but carrying the blue-eye allele). Those are exactly the proportions you get for any couple where both are heterozygous: each child has a 50% chance of getting one allele or the other from each of its parents. You can work out the odds when two blue-eyed people mate (100% homozygous blue-eyed children) or a brown-eyed homozygous person mates with a blue-eyed person (all brown-eyed, heterozygous children) and so on, but the point is that the spread of the genes has nothing to do with which allele dominates the phenotype. The proportion of an allele in a population is subject to the Hardy-Weinberg Law, and "will continue unchanged after the second generation" as Hardy said.
Unless, of course, the phenotype is important for survival. A helpful allele can spread faster if it is dominant: more of the children express it, and survive to have even more children of their own, at least half of which also express it. Conversely, a harmful dominant allele can be extirpated more quickly than a recessive one. If all carriers of a gene die young, then that gene will cease to exist within one generation. Whereas recessive alleles can "hide", unexpressed, in the population, and be expressed in a proportion of the next generation. (That's one reason you shouldn't marry your sibling.)
* It's of course not really
just determined by one gene with two alleles one of which is dominant. But it's a good first approximation.
** A majority of blue-eyed people have a mutation in a gene called OCA2, on chromosome 15. It's been surmised that they all share a common ancestor who lived about 10,000 years ago.