Question 1129780
The population {{{P}}} of a fish farm in {{{t}}} years is modeled by the equation 

{{{P(t) = 2200/ (1 + 9^ (e-0.8t) )}}}



The initial population is when {{{t=0}}}.


{{{P(t) = 2200/ (1 + 9^ (e-0.8*0) )}}}


{{{P(t) = 2200/ (1 + 9^e))}}}


{{{P(t) = 2200/ (1 + 392.554602272338808))}}}


{{{P(t) = 2200/ (393.554602272338808))}}}


{{{P(t) }}} ≈  {{{5.59}}}