7. A certain species of animal is endangered. Each year its population has been 86% of the previous year's population. The current population consists of 1572 animals. Suppose this trend continues. Which function represents the population with respect to time, t, in years? A f(t) = 1572 -(0.86)t B f(t) = 1572(0.86)* C f(e) = 1572(0.14) D f(t) = 1572 + (0.14)t

Algebra and Trigonometry (6th Edition)
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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7. A certain species of animal is endangered. Each year its population has been 86% of the previous year's
population. The current population consists of 1572 animals. Suppose this trend continues. Which function
represents the population with respect to time, t, in years?
A f(t) = 1572 -(0.86)t
B f(t) = 1572(0.86)*
C f(e) = 1572(0.14)
D f(t) = 1572+ (0.14)t
Transcribed Image Text:7. A certain species of animal is endangered. Each year its population has been 86% of the previous year's population. The current population consists of 1572 animals. Suppose this trend continues. Which function represents the population with respect to time, t, in years? A f(t) = 1572 -(0.86)t B f(t) = 1572(0.86)* C f(e) = 1572(0.14) D f(t) = 1572+ (0.14)t
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