Answer:
We can expect the town to have a population of approximately 32,413 in the 2030 census if the growth rate remains at 1.8% per year.
Explanation:
To calculate how long it will take for the town to double in size, we can use the Rule of 70, which states that the time it takes for a quantity to double is approximately 70 divided by the annual growth rate as a percentage.
So in this case, the annual growth rate is 1.8%, and therefore the doubling time is approximately 70/1.8 = 38.89 years (rounded to two decimal places).
To estimate the population in the 2030 census, we can use the same growth rate of 1.8% per year. Starting with the 2020 population of 27,370, we can use the formula:
Population = Initial population x (1 + growth rate)^number of years
Plugging in the numbers, we get:
Population = 27,370 x (1 + 0.018)^10 = 32,413 (rounded to the nearest whole number)
Therefore, we can expect the town to have a population of approximately 32,413 in the 2030 census if the growth rate remains at 1.8% per year.