Question: Suppose investor utility function is u(c) = In (c), and the time discount for patience is 0.98. There are two states of the world after
Suppose investor utility function is u(c) = In (c), and the time discount for patience is 0.98. There are two states of the world after COVID-19 with equal probability, in good state of the world, consumption increase by 8%, in bad state of the world consumption decrease by 5%. What should the risk free rate be? And if we have an asset that pays 100 in good state and 60 in bad state, what's the price of the asset?
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