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If $ 2500 is invested in an account that pays interest compounded continuously, how long will it take to grow to $ 5000 at 3%? Round to the nearest tenth.
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y = P e^(rt) P would be the amount of $ you first put in, r would be the rate (in your case, it would be 0.03), and t would be the time. Your set up should look like this: 5000 = 2500e^(0.03t) Divide both sides by 2500 2 = e^(0.03t) Natural log (ln) both sides Ln 2 = Lne^(0.03t) Ln 2= 0.03t Divide both sides by 0.03
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