Problem $2$

Create a MATLAB file that will have $10,000$ particles take $10,000$ random steps to show the distribution of a $1-$dimensional random walk. Plot these values to show the distribution of their final location. Run the program $10$ times and find the average, min, and max location for each of the $10,000$ particles

Deliverables: MATLAB script file $($commented$),$ one example plot of one of your $10$ runs $($properly labeled$),$ and a table identifying your minimums, maximums, and mean values for each of the $10$ runs, as well as an overall minimum, maximum, and mean

Reading: Please read the chapter $1$ excerpt from Physical Biology of the Cell $($section $1\mathrm{.}5\mathrm{.}2-1\mathrm{.}6).$ Throughout this excerpt, you will see it refer to later chapters of the book. That is not relevant