Working With Lists - The Path of a Random Walk - IT Assignment Help

Assignment Task:

Task:

walk in this assignment you will be asked to write your first programs using the Wolfram Language. 1. Create a 20 random walk of a minimum of 100 steps and starting point at the origin of the coordinate system and plot it. 
2. Given the path of a random walk, calculate: (a). The average path position, namely its centroid. (b). Maximum radial distance from the centroid, namely the bounding circle. (c). Maximum distances from the centroid in the x and y directions, namely the bounding rectangle. 3. Plot the total distance traveled at each step of the path as a function of the number of steps. 
4. Plot the distance from the origin of each step in the random walk as a function of the number of steps. 
andom walk constrained (optional, extra 5 points) 
Create a random walk that is geometrically constrained. At a minimum consider a square centered on the origin, a rectangle, or circle. When the region boundary is reached change the direction of the walk so as to remain inside the desired region. 
 

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