Question: Suppose the capitalized cost C is given by C = C_0 + integral^n_0 c(t) e^-rt dt, where C_0 is the original investment, t is the

Suppose the capitalized cost C is given by C = C_0

Suppose the capitalized cost C is given by C = C_0 + integral^n_0 c(t) e^-rt dt, where C_0 is the original investment, t is the time in years, r is the annual interest rate compounded continuously, and c(t) is the annual cost of maintenance. Find the capitalized cost C of an asset forever if C_0 = 625, 000, c(t) = 23,500(1 + 0.07t), and r = 0.05. Round your answer to the nearest dollar

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