Consider a simple symmetric (four possible directions are equally likely) 2D random walk with the starting point of (0,0

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Consider a simple symmetric (four possible directions are equally likely) 2D random walk with the starting point of (0,0

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Consider A Simple Symmetric Four Possible Directions Are Equally Likely 2d Random Walk With The Starting Point Of 0 0 1
Consider A Simple Symmetric Four Possible Directions Are Equally Likely 2d Random Walk With The Starting Point Of 0 0 1 (24.31 KiB) Viewed 55 times
Consider a simple symmetric (four possible directions are equally likely) 2D random walk with the starting point of (0,0), step length=1. 1. Plot a 1000-step random walk path 2. Every time you repeat question 1, you will go through a different path, and end up with a different final location. Calculate the average distance you would cover, and the average final location you would get
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