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Find the present value p of a continuous income flow of c(t) dollars per year for p = t1 c(t)e−rt dt, 0 where t1 is the time in years and r is the annual interest rate compounded continuously. (round your answer to the nearest dollar.) c(t) = 100,000 + 4000t, r = 5%, t1 = 6
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Find the present value p of a continuous income flow of c(t) dollars per year for p = t1 c(t)e−rt dt...
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