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Good news: in 2022, the quokka population of Rottnest Island is increasing. The population numbered 4000 at the beginning of 2022, and after two months, ncreased to 16000. Scientists believe that the population follows an exponential growth model. Which of the following models best describes the population P(t) = 4000e kt where k = In 2. P(t) = 4000ekt where k = In 4. P(t) = 4000ekt where k = In 4. P(t) = 4ekt where k = In 2. P(t) = 4000ekt where k = In 2, P(t) - Aet

Good news: in 2022, the quokka population of Rottnest Island is increasing. The population numbered 4000 at the beginning of 2022, and after two months, ncreased to 16000. Scientists believe that the population follows an exponential growth model. Which of the following models best describes the population P(t) = 4000e kt where k = In 2. P(t) = 4000ekt where k = In 4. P(t) = 4000ekt where k = In 4. P(t) = 4ekt where k = In 2. P(t) = 4000ekt where k = In 2, P(t) - Aet

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Good news: in 2022, the quokka population of Rottnest Island is increasing. The population numbered 4000 at the beginning of 2022, and after two months, the population had increased to 16000. Scientists believe that the population follows an exponential growth model. Which of the following models best describes the population of quokkas? P(t) = 4000e kt where k = In 2. P(t) = 4000e kt where k = In 4 P(t) = 4000ekt where k = In 4. P(t) = 4ekt where k = In 2. P(t) = 4000ekt where k = In 2. P(t) = 4e. P(t) = 4000ekt where k = – In 2.
Transcribed Image Text:Good news: in 2022, the quokka population of Rottnest Island is increasing. The population numbered 4000 at the beginning of 2022, and after two months, the population had increased to 16000. Scientists believe that the population follows an exponential growth model. Which of the following models best describes the population of quokkas? P(t) = 4000e kt where k = In 2. P(t) = 4000e kt where k = In 4 P(t) = 4000ekt where k = In 4. P(t) = 4ekt where k = In 2. P(t) = 4000ekt where k = In 2. P(t) = 4e. P(t) = 4000ekt where k = – In 2.
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