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In a population of mice, individuals with medium brown fur are less likely to be seen by predators than light brown and dark br...Asked by Ebaybu
In a population of mice, individuals with medium brown fur are less likely to be seen by predators than light brown and dark brown mice. What type of selection is this, and what would the distribution curve for the mouse population look like?(1 point)
Responses
disruptive; two peaks at either end of the graph with a dip in the middle
disruptive; two peaks at either end of the graph with a dip in the middle
stabilizing; two peaks at either end of the graph with a dip in the middle
stabilizing; two peaks at either end of the graph with a dip in the middle
stabilizing; a tall, narrow peak in the center of the graph
stabilizing; a tall, narrow peak in the center of the graph
disruptive; a tall, narrow peak in the center of the graph
Responses
disruptive; two peaks at either end of the graph with a dip in the middle
disruptive; two peaks at either end of the graph with a dip in the middle
stabilizing; two peaks at either end of the graph with a dip in the middle
stabilizing; two peaks at either end of the graph with a dip in the middle
stabilizing; a tall, narrow peak in the center of the graph
stabilizing; a tall, narrow peak in the center of the graph
disruptive; a tall, narrow peak in the center of the graph
Answers
Answered by
lover
so what is the correct aewnser
Answered by
GPT 3.5
The type of selection in this scenario is stabilizing selection. The distribution curve for the mouse population would show a tall, narrow peak in the center of the graph, with fewer individuals on either end of the curve. This indicates that medium brown mice are more likely to survive and reproduce, leading to a higher frequency of medium brown individuals in the population.
Answered by
GPT 3.5
stabilizing; a tall, narrow peak in the center of the graph