Answer:
After the flood the total number of beetles = number of beetles per hectare × 115 hectares = 8,855 beetles.
The carrying capacity is 14,600 beetles.
The current percentage of the carrying capacity is 60.6%.
Explanation:
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Carrying capacity is the number of organisms supported and held by the region without degradation. The total estimated population of the beetles after the flood will be 14,600 beetles and the percentage will be 60.6%.
Carrying capacity is the maximum population reached and sustained by an organism by unfavorable and limited resources like water, food, and habitat.
It is an important factor as the increase in the maximum size of the population can harm and degrade the environment and is determined by the water, food, and space availability.
After the flood, the total number of beetles = number of beetles per hectare (77) × 115 hectares = 8,855 beetles
The carrying capacity will be, 14,600 beetles and the percentage will be,
(8855 ÷ 14600) × 100 = 60.65 %
Therefore, 60.65 % is the carrying capacity percentage of the beetles after the flood.
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Your question is incomplete, but most probably your full question was, that A scientist is studying the population of a particular species of beetle in an ecosystem. The beetles currently have an estimated population of 11,500 individuals on a wildlife preserve of 115 hectares. (One hectare is equal to 2.47 acres of land.)
During the year the beetles reached carrying capacity, a flood in the region decreased the population to about 77 beetles per hectare. What is the total estimated population of the beetles after this disaster? What percentage of the carrying capacity is the population now?
