A parks and wildlife commission releases 80,000 fish into a lake. After t years, the
Chapter 3, Problem 119(choose chapter or problem)
Biology A parks and wildlife commission releases 80,000 fish into a lake. After t years, the population N of the fish (in thousands) is given by
\(N=\frac{20(4+3t)}{1+0.05t},\quad\ \ t\ge0\)
(a) Use a graphing utility to graph the function and find the populations when t = 5, t = 10, and t = 25.
(b) What is the maximum number of fish in the lake as time passes? Explain your reasoning.
Text Transcription:
N = 20(4+3t) / 1+0.05t, t geq 0
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