Evaluating a Constrained Consumption Choice
An individual has an endowment of $100 in future income and $0 in present income. Their only financial option is to borrow against their future income at an interest rate of 78%. After considering their personal preferences for consuming now versus later, they choose a consumption plan of $35 now and $38 in the future. A friend argues this is a terrible financial decision because the high interest rate means they are 'losing' a large amount of future consumption. Evaluate the friend's argument. From the perspective of economic rationality and utility maximization, is the individual's choice necessarily 'terrible'? Justify your reasoning.
0
1
Tags
CORE Econ
Economics
Social Science
Empirical Science
Science
Economy
Introduction to Microeconomics Course
The Economy 2.0 Microeconomics @ CORE Econ
Related
An individual has an endowment of $100, which will be received in the future. They can borrow against this future income at an interest rate of 78% to finance current consumption. Given their personal preferences for consumption now versus later, their optimal choice is to consume $35 now and have $38 remaining for future consumption. Which statement best explains why this specific combination is their optimal choice?
Evaluating a Consumption-Borrowing Plan
Calculating Future Consumption with Borrowing
An individual has a guaranteed income of $200 to be received one year from now and can borrow against it at a 50% interest rate. The individual chooses to consume $80 now and will have $80 remaining for consumption in one year. This consumption plan is considered optimal because the amount of consumption is the same in both periods.
An individual has a future income of $100 and can borrow against it at a 78% interest rate. Their optimal choice is to consume $35 now and have $38 remaining for future consumption. Match each concept from this scenario to its correct description or value.
An individual with a future endowment chooses an optimal consumption plan by borrowing at a 78% interest rate. At this optimal point, the individual's personal trade-off—the amount of future consumption they are willing to give up for one extra dollar of consumption today—must be equal to ____.
Analysis of a Sub-Optimal Consumption Choice
Optimizing Intertemporal Consumption
An individual expects to receive an income of $100 one year from now and has no income today. They can borrow money at an interest rate of 78%. They are currently considering a consumption plan where they borrow enough to spend $20 today. At this specific consumption level, their personal valuation is such that they are willing to trade $2.00 of future consumption for one additional dollar of consumption today. To reach their optimal consumption plan, what should this individual do?
Visualizing Julia's Future Consumption from Borrowing Only
Related
An individual has an endowment of $100, which will be received in the future. They can borrow against this future income at an interest rate of 78% to finance current consumption. Given their personal preferences for consumption now versus later, their optimal choice is to consume $35 now and have $38 remaining for future consumption. Which statement best explains why this specific combination is their optimal choice?
Evaluating a Consumption-Borrowing Plan
Calculating Future Consumption with Borrowing
An individual has a guaranteed income of $200 to be received one year from now and can borrow against it at a 50% interest rate. The individual chooses to consume $80 now and will have $80 remaining for consumption in one year. This consumption plan is considered optimal because the amount of consumption is the same in both periods.
An individual has a future income of $100 and can borrow against it at a 78% interest rate. Their optimal choice is to consume $35 now and have $38 remaining for future consumption. Match each concept from this scenario to its correct description or value.
An individual with a future endowment chooses an optimal consumption plan by borrowing at a 78% interest rate. At this optimal point, the individual's personal trade-off—the amount of future consumption they are willing to give up for one extra dollar of consumption today—must be equal to ____.
Analysis of a Sub-Optimal Consumption Choice
Optimizing Intertemporal Consumption
An individual expects to receive an income of $100 one year from now and has no income today. They can borrow money at an interest rate of 78%. They are currently considering a consumption plan where they borrow enough to spend $20 today. At this specific consumption level, their personal valuation is such that they are willing to trade $2.00 of future consumption for one additional dollar of consumption today. To reach their optimal consumption plan, what should this individual do?
Visualizing Julia's Future Consumption from Borrowing Only