The exponential models describe the population of the indicated country.

gorovogpg

gorovogpg

Answered question

2022-01-17

The exponential models describe the population of the indicated country. A, in millions, t years after 2010. Which countries have a decreasing population? By what percentage is the population of these countries decreasing each year?
Country B: A=1173.3e0.008t
Country C: A=33.5e0.017t
Country D: A=121.7e0.004t
Country E: A=145.7e0.002t

Answer & Explanation

Durst37

Durst37

Beginner2022-01-18Added 37 answers

As we know that the exponential model that is decreasing is written as
A(t)=A0ekt where, A0 is the initial population k is the proportionality constant t is time after 2010.
From the information we see that Country D and E is of the model A0ekt.
Hence the model for country D and E is the population is decreasing.
the population of country D is decreasing by (1e0.004)×100=0.4%
and the population of country E is decreasing by (1e0.002)×100=0.2%
godsrvnt0706

godsrvnt0706

Beginner2022-01-19Added 31 answers

Given query is to find the countries whosw population is decreasing.
The countries with population modal of negative exponent, will have decreasing population.
In other words in which modal power of e is negative will give us decreasing population modal.
From the given modals , company D and E are giving decreasing population modals.
Population of country D is decreasing by :
0.006×100=0.6% each year.
Population of country E is decreasing by:
0.005×100=0.5% each year.
alenahelenash

alenahelenash

Expert2022-01-24Added 556 answers

Negative exponent of population function of OD and E shows decreasing population A=P0ert the rate of growth or rate of decreasing for D rate of decreasing =0.003 Percent of decreasing =0.003×100 =0.3% For E the rate of decreasing =0.0021 Percentage of decreasing =0.0021×100 =0.21%

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