In a one-dimensional random walk, the position x of a walker is computed by: x = x +s where s is a random number. Write a program that calculates the number of steps required for the walker to reach a boundary at x=+/-10 when they start at x=0. The program should repeat the calculation 100 times by using a loop and calculate the average number of steps to reach the boundary. Use the randn(1) function to determine the value of s.

Set 8 No 2 Problem Description In a one-dimensional random walk, the position xof a walker is computed by: X FX +S where s is a random number. Write a program that calculates the number of steps required for the walker to reach a boundary at x +/-10 when they start at x 0. The program should repeat the calculation 100 times by using a loop and calculate the average number of steps to reach the boundary. Use th randn(1) function to determine the value of s Solution MATLAB Documentation 1 ACreate a loop that runs the calculation 100 times and then determine the 2 %average number of steps as the variable name steps avg that is what will 3 %be checked as the answer. 5 steps avg 0; Submit Test Reset You have unlimited submissions Test Suite