What is the present value of the firm's revenue stream given that the time path for...

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What is the present value of the firm's revenue stream given that the time path for a firm's revenue stream for the next x years is R(x) = 19-x where x = [0,6]. The annual interest rate is 12% compounded continuously. Suppose that the inverse demand and supply functions are p = 200 - x2 and p = x² + 38, respectively (where x is quantity and p is price). Using integral, determine the consumer, producer and social surplus. What is the present value of the firm's revenue stream given that the time path for a firm's revenue stream for the next x years is R(x) = 19-x where x = [0,6]. The annual interest rate is 12% compounded continuously. Suppose that the inverse demand and supply functions are p = 200 - x2 and p = x² + 38, respectively (where x is quantity and p is price). Using integral, determine the consumer, producer and social surplus.

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To find the present value of the firms revenue stream we need to calculate the discounted value of each years revenue and sum them up The revenue stream for the next x years is given by Rx 19 x where ... View the full answer