A population of owls in a region has increased by 60 owls in the last 4 years. At this rate, how many owls will the population grow by in the next 2 years?(1 point)
To find the rate of growth, we can divide the increase in owls by the number of years. Therefore, the population has been growing by 60 owls / 4 years = <<60/4=15>>15 owls per year.
In the next 2 years, the population will grow by 15 owls/year * 2 years = <<15*2=30>>30 owls. Answer: \boxed{30}.
To find out how many owls the population will grow by in the next 2 years, we need to determine the average rate of growth per year.
The population of owls increased by 60 owls in 4 years, so the average rate of growth per year is 60/4 = 15 owls.
Therefore, the population is expected to grow by 15 owls per year.
In the next 2 years, the population is expected to grow by 15 owls/year * 2 years = 30 owls.
So, the population will grow by 30 owls in the next 2 years.
To answer this question, we need to determine the rate of increase in the owl population per year. We can do this by dividing the total increase in owls over the given period of 4 years by the number of years.
Given:
Increase in population = 60 owls
Number of years = 4 years
Rate of increase per year = (Increase in population) / (Number of years)
= 60 owls / 4 years
= 15 owls per year
Now, we need to find the increase in population in the next 2 years. To do this, we can multiply the rate of increase per year by the number of years.
Increase in population in the next 2 years = (Rate of increase per year) * (Number of years)
= 15 owls/year * 2 years
= 30 owls
Therefore, the population of owls will grow by 30 owls in the next 2 years.