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Part $1$

Find an exponential function of the form

Upper P left parenthesis t right parenthesis equals Upper P $0$ n Superscript StartFraction t Over Upper T EndFractionP$($t$)=$P$0$ntT

that models the$$ situation, and then find the equivalent exponential model of the form

Upper P left parenthesis t right parenthesis equals Upper P $0$ e Superscript rtP$($t$)=$P$0$ert.

Doubling time of

$66$

$$yr$,$ initial population of

$450450.$