Imagine that at age 25 you have the choice to begin to deposit $8000 per year into your 401k. You will retire at 65. The 401k grows at (an average of) 6% per year (it compounds yearly). Say that your utility for money is just the value of money: u(x) = x. Say that you have a “standard” discount rate of 0.95, which choice would an individual make? What is the implied break-even \beta if you have quasi-hyperbolic preferences?
Imagine that at age 25 you have the choice to begin to deposit $8000 per year into your 401k. You will retire at 65. The 401k grows at (an average of) 6% per year (it compounds yearly). Say that your utility for money is just the value of money: u(x) = x. Say that you have a “standard” discount rate of 0.95, which choice would an individual make? What is the implied break-even \beta if you have quasi-hyperbolic preferences?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Imagine that at age 25 you have the choice to begin to deposit $8000 per year into your 401k. You will retire at 65. The 401k grows at (an average of) 6% per year (it compounds yearly). Say that your utility for money is just the value of money: u(x) = x. Say that you have a “standard” discount rate of 0.95, which choice would an individual make? What is the implied break-even \beta if you have quasi-hyperbolic preferences?
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