Stevensville has a population of 114,000. The population is decreasing at a rate of 1.5% each year. Which of the following functions would evaluate this situation?

A. \( p(s) = 114,000 \times 0.985^s \)

B. \( p(s) = 114,000 \)

C. \( p(s) = 114,000x + 0.985 \)

D. None of the choices are correct.

normally, the form for the answer would be p(s)=Ab^x, but I don't see that here in any of the answer choices. The answer would be p(s)=114,000(0.985)^x.

hope this helps, but downvote this answer if it is wrong :(

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Stevensville has a population of 114,000. The population is decreasing at a rate of 1.5% each year. Which of the following functions would evaluate this situation?A. \( p(s) = 114,000 \times 0.985^s \)B. \( p(s) = 114,000 \)C. \( p(s) = 114,000x + 0.985 \)D. None of the choices are correct.

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Stevensville has a population of 114,000. The population is decreasing at a rate of 1.5% each year. Which of the following functions would evaluate this situation?

A. \( p(s) = 114,000 \times 0.985^s \)

B. \( p(s) = 114,000 \)

C. \( p(s) = 114,000x + 0.985 \)

D. None of the choices are correct.