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2000+6000t The number of individuals of a species after t> 0 days is given by N (t) = 5+t Q(t) R(t)' b) Analyze the behavior of the area values if time grows indefinitely c) Sketch the graph of y = N(t) and indicate the equations of the asymptotes. a) Write N(t) in the form P (t) where P, Q and R are polynomials.

2000+6000t The number of individuals of a species after t> 0 days is given by N (t) = 5+t Q(t) R(t)' b) Analyze the behavior of the area values if time grows indefinitely c) Sketch the graph of y = N(t) and indicate the equations of the asymptotes. a) Write N(t) in the form P (t) where P, Q and R are polynomials.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.5: Rational Functions
Problem 54E
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Hey please reply as soon as posible, thanks.

2000+6000t The number of individuals of a species after t> 0 days is given by N (t) 5+t Q(t) R(t)' b) Analyze the behavior of the area values if time grows indefinitely c) Sketch the graph of y = N(t) and indicate the equations of the asymptotes. a) Write N(t) in the form P (t) where P, Q and R are polynomials.
Transcribed Image Text:2000+6000t The number of individuals of a species after t> 0 days is given by N (t) 5+t Q(t) R(t)' b) Analyze the behavior of the area values if time grows indefinitely c) Sketch the graph of y = N(t) and indicate the equations of the asymptotes. a) Write N(t) in the form P (t) where P, Q and R are polynomials.
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