In an intertemporal optimizing model consumption, a consumer living from time zero (0) to time t has a longer utility: U (C)= ln C. The market interest rate is r and the consumer is assuming no inheritance.
Derive the consumption relationship and the marginal utilities between two adjacent periods.
Using a diagram, explain the time profiles of paths based on (i) above.
Show that consumption is proportional to the present value of future income at time zero (0) at a given interest rate.
b)
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