Consider a firm solving the following problem: max. X{it}_E s.t. t B(1) -in Ptk it R...
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Consider a firm solving the following problem: max. X{it}_EΣ s.t. t BΣ(1) ²-in Ptk it R t=0 it = kt − (1 − 8)kt–1 where pt is the price for firm's output which is i.i.d. over time and drawn from some distribution G (µ, 0²). 1. Find the optimal choice of capital kt. 2. Consider an increase in variability of pt in terms of a mean preserving spread. What happens to the expected level of investment? Why? Consider a firm solving the following problem: max. X{it}_EΣ s.t. t BΣ(1) ²-in Ptk it R t=0 it = kt − (1 − 8)kt–1 where pt is the price for firm's output which is i.i.d. over time and drawn from some distribution G (µ, 0²). 1. Find the optimal choice of capital kt. 2. Consider an increase in variability of pt in terms of a mean preserving spread. What happens to the expected level of investment? Why?
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Related Book For
Microeconomics An Intuitive Approach with Calculus
ISBN: 978-0538453257
1st edition
Authors: Thomas Nechyba
Posted Date:
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