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Part $1$

Suppose that P is invested in a savings account in which$$ interest, k$,$ is compounded continuously at

$77\%$

per year. The balance$$ P$($t$)$ after time$$ t$,$ in$$ years, is

$$P$($t$)$equals$=$Upper P e Superscript ktPekt.

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Part $1$

$$a$)$ What is the exponential growth function in terms of P and

$0\mathrm{.}070\mathrm{.}07?$

$$P$($t$)$equals$=$enter your response here