THIS IS MY FINAL EXAM QUESTION PLEASE HELP ME SO I CAN PASS IT (((

The future population of a small Central American country of 23 million people can be modeled by the exponential equation P(t) = P0(e)0.02t, where P(t) is the future population in t years and P0 is the current population in millions of people.

Which of the following graphs represents this model, what is the expected population of this country (rounded to the nearest tenth of a million) in 25 years, and how long will it take (rounded to the nearest year) for the current population to reach 30 million?

THIS IS MY FINAL EXAM QUESTION PLEASE HELP ME SO I CAN PASS IT The future population of a small Central American country of 23 million people can be modeled by class=
THIS IS MY FINAL EXAM QUESTION PLEASE HELP ME SO I CAN PASS IT The future population of a small Central American country of 23 million people can be modeled by class=

Respuesta :

it would be graph number one

in 25 years it woul be about 35 million people

it would reach 30 million in year 15

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