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gizmo_the_mogwai [7]
2 years ago
7

in order for a population to remain in hardy-weinberg equilibrium, mating must be random. what would happen to the genotypic and

phenotypic frequencies if individuals were more likely to mate with others that shared their phenotype?
Biology
1 answer:
bogdanovich [222]2 years ago
8 0

If the assumption of random matings is not accomplished, and individuals  mate by similar phenotype, the involved phenotype and the h0m0zyg0us genotypes would increase their frequencies.

----------------

If individuals in a population were more likely to mate with others that shared their phenotype, the <u>genotypic</u><u> </u>and <u>phenotypic frequencies</u> would change.

The assumption of random mating would not be accomplished, because individuals would rather mate with other individuals that look like them.

This is known as <u><em>matings</em></u><u><em> by </em></u><u><em>similar phenotype</em></u>.

Individuals with similar phenotypes in a certain characteristic are more likely to mate than expected matings by chance.

Individuals choose partners with phenotypes similar to their own.

Allelic frequencies do not change. However, mating by similar phenotype will cause,

  • Disequilibrium in the gametic phase

  • Increase in h0m0zyg0us genotypes at heter0zyg0us expense in loci that determine the selected trait.

  • Separation of the population into genetically distinct subgroups

concerning the involved loci.

  • Increase in the phenotypic frequency.

Matings by similar phenotype might be an important factor in the process speciation, leading to evolution.

So, if individuals were more likely to mate with others that shared their phenotype, the phenotypic frequency would increase as well as the h0m0zyg0us genotypes.

-------------------------

You can learn more about Matings by similar phenotype at

brainly.com/question/13007693?referrer=searchResults

brainly.com/question/20389101?referrer=searchResults

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The event last in 15,600 seconds.

Answer: Option B

<u>Explanation:</u>

We know that there is 60 seconds in one minute i.e., 1 minute = 60 seconds

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4 hours contains 240 minutes,

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When the above expressed in seconds,

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When 20 minutes expressed in seconds,

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