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krok68 [10]
2 years ago
7

the image here is a spiny stickleback, with the three spines highlighted with black arrows. The spines are a rigid projection of

the external scales. The three-spine stickleback is found in freshwater lakes, but it is rarely found in oceans. Large oceans have spineless sticklebacks that lack these projections. Which component of natural selection is likely driving the change in phenotype distribution of these two sticklebacks in different environments?

Biology
1 answer:
Gnoma [55]2 years ago
3 0

The component of natural selection which is most likely driving the change in phenotype distribution is, that the presence of spines on stickleback caused increased food acquisition and survival in ocean areas.

<h3>What do you mean by Natural selection?</h3>

Natural selection may be defined as a process through which populations of living organisms adapt and change. It involves the favorable variations to carry forward.

Stickleback play a major role in the diet of fish. This structure of fish allows them to feed on small crustaceans and insects.

Therefore, it is well described above.

To learn more about Stickleback, refer to the link:

brainly.com/question/14703807

#SPJ1

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Which human characteristic is controlled by polygenic inheritance?
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Human polygenic inheritance are height, skin color, eye color and weight.

Explanation:

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Polygenic inheritance is not expressed at all as discrete characters, as in the case of Mendelian characters. Instead, polygenic characters are recognized by being expressed as graduations of small differences (a continuous variation). The result forms a curve with an average value at the peak and extreme values ​​in both directions.

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What is the most likely reason why Tuj1 was used to assess the phenotype of cells that have incorporated the five candidate gene
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You are conducting a case control study to determine if an association exists between melanoma and indoor tanning. From a statew
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Answer:

a. Odds ratio = 1.58

b.  Inasmuch the odds ratio is greater than 1, this means that higher odds of melanoma exist in people exposed to indoor tanning, than in those not exposed to indoor tanning

Explanation:

For case  study                                                  

Let 'a'  represent the total population of people with melanomia = 696                                                      

Let 'b' represent the total number of people with melanomia exposed to indoor tanning  =  1107 – 696 = 411 people

For  control study

Let 'c' represent the total population = 1500

Let 'd' represent the total number of people not exposed to indoor tanning = 1500 - (0.428 * 1500)

                                                          =  1500 - 723

Total number of people not exposed to indoor tanning   = 777 people

                                                       

a. Odds ratio = (a/b) / (d/c) = (696/411) / (777/723)

                                                = 1.69 / 1.07 = 1.58

b. Inasmuch the odds ratio is greater than 1, this means that higher odds of melanoma exist in people exposed to indoor tanning, than in those not exposed to indoor tanning.

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