No disruptive circumstances must be present in random mating in a population for Hardy-Weinberg equilibrium to occur.
Mating must happen randomly.
No allele can give an advantage
No allele can give an advantage
The distribution of alleles does not change from one generation to the next
True
true
In equilibrium, after any displacement from equilibrium, the system will always seek to return to the same state. In quasi-equilibrium, a disturbance of the system may result in the system shifting to a new, more stable equilibrium state. An example of quasi equilibrium is a supersaturated liquid with no nucleation sites for the growth of crystals. It may remain in the same quasi-equilibrium state indefinitely as long as no nucleation sites are introduced. As soon as some seed crystals are introduced however, the solute in the supersaturated solution will begin to crystalize out of the soultion until enough is removed to reduce the solution to true equilibrium. At that point, no mater what additional crystals are added or removed from the solution, the concentration of the solute will remain the same.
mating must happen randomly
mating must happen randomly
No disruptive circumstances must be present in random mating in a population for Hardy-Weinberg equilibrium to occur. Mating must happen randomly. No allele can give an advantage
mating must happen randomly
mating must happen randomly
No allele can give an advantage
Yes. This answer is TRUE. (I am an Anthropology Grad student).
No disruptive circumstances must be present in random mating in a population for Hardy-Weinberg equilibrium to occur. Mating must happen randomly. No allele can give an advantage
The distribution of alleles does not change from one generation to the next
True
As far as I know, if a species is under genetic equilibrium, the Hardy-Wienberg principle says that evolution will not happen at all, much less cause it in a rapid burst of time.
True