There is a group of portfolio managers who each have a 50% chance of beating the market by 10% in a given year and a 50% chance of underperforming by 10%. Performance from one year to the next is independent and uncorrelated. Returns are simple returns, and compounding is ignored. Suppose that unsuccessful managers get forced out of the business as soon as they are down overall 30% - that is, as soon as their record contains 3 more losing years than winning years. What is the probability of failure over a period of 5 years? Express your answer as an exact fraction (i.e. do not enter a real number).
There is a group of portfolio managers who each have a 50% chance of beating the market by 10% in a given year and a 50% chance of underperforming by 10%. Performance from one year to the next is independent and uncorrelated. Returns are simple returns, and compounding is ignored. Suppose that unsuccessful managers get forced out of the business as soon as they are down overall 30% - that is, as soon as their record contains 3 more losing years than winning years. What is the probability of failure over a period of 5 years? Express your answer as an exact fraction (i.e. do not enter a real number).
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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