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If the rate of inflation is 4.1% per year, the future pricep (6) in dollars) of a certain item can be modeled by the followin
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\small $Given the exponential price function $\\ p(t)=600(1.041)^t\\ $The price now when t=0$\\ p(0)=600(1.041)^0=600\ dollars\\ $The price 10 years after when t=10$\\ p(10)=600(1.041)^{10}=896.7234880\approx896.72\ dollars\\

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