Mathematics, 20.09.2020 14:01 greg9207
Use the formula Pt= P0e^rt. where Pt is the amount after t years, P0 is the initial amount, t is the rate of interest, and t is the time period, to complete the table.
Answers: 3
![\text{ln}[\frac{P(t)}{P(0)}]=\text{ln}[e^{rt}]](/tpl/images/0771/4761/51ab3.png)
![\text{ln}[\frac{P(t)}{P(0)}]=rt](/tpl/images/0771/4761/090b3.png)
![\text{ln}[\frac{984}{800}]=5r](/tpl/images/0771/4761/009b9.png)
![\text{ln}[\frac{1464}{1200}]=4r](/tpl/images/0771/4761/eb86c.png)
![\text{ln}[\frac{1111.5}{950}]=0.045t](/tpl/images/0771/4761/5933d.png)
![\text{ln}[\frac{775}{620}]=3.7t](/tpl/images/0771/4761/8e5ed.png)
![\text{ln}[\frac{1066.8}{840}]=8r](/tpl/images/0771/4761/75672.png)
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Use the formula Pt= P0e^rt. where Pt is the amount after t years, P0 is the initial amount, t is the...
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