Answer
(a) $n(0)=200$
(b) See the image below.
(c) As we can see from the graph as time goes on the population approaches $11200$
Work Step by Step
According to the information provided, we have the following function:
$n(t)=\frac{5600}{0.5+27.5e^{-0.044t}}$
(a) For initial bird population we have $t=0$
$n(0)=\frac{5600}{0.5+27.5e^{-0.044\times0}}=\frac{5600}{0.5+27.5e^{0}}=\frac{5600}{28}=200$
(b) We can draw the graph using graphing calculator. See the image above.
(c) As we can see from the graph as time goes on the population approaches $11200$