The exponential growth models, A=33.1e^{0.009t} (Canada) and A=28.2e^{0

a2linetagadaW

a2linetagadaW

Answered question

2021-09-19

The exponential growth models, A=33.1e0.009t (Canada) and A=28.2e0.034t (Uganda) describe the population of the indicated country, A, in millions, t years after 2006. Use this information to determine whether the statement is true or false: "The models indicate that in 2013, Uganda’s population will exceed Canada’s". If the statement is false, make the necessary change(s) to produce a true statement.

Answer & Explanation

i1ziZ

i1ziZ

Skilled2021-09-20Added 92 answers

Determine whether the statement "The models indicate that in 2013, Uganda’s population will exceed Canada’s" is true or false
The exponential growth model for Canada is A=33.1e0.009t and exponential growth model for Uganda is A=28.2e0.034t. Since t is after 2006 years, so for the year 2013, t=7
A=33.1e0.009(7)
=33.1e0.063
=35.25
Therefore, the population of Canada in 2013 is 35.25 million.
Calculate the population of Uganda.
A=28.2e0.034(7)
=28.2e0.238
=35.777
Therefore, the population of Uganda in 2013 is 35.777 million.
Thus, the population of Uganda is more than Canadas

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