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This assignment is to a analyze a random experiment. Assume that you have to toss a fair coin (50% probability for each head and tail) N times, where N→ o0, When head comes up, you will be rewarded (gain) RM1, while if tail comes up, you will be penalized (loss) RM1. Write a function function sum return = coin_toss (N) that returns a row vector sum_return of length N+1. Each column i represents gained sum from i-1 number of coin tosses, i.e. sum_return (1)=0. To solve this problem, you will need both a for statement and the rand function. Try out several (minimum of 2) tries a value of N of 1000, 10000, 100000, 1000000 and plot the results. The x-axis must show the values from 0 to N. The y-axis should be limited to the maximum gain and minimum loss during each experiment. Note that as N is large, plotting N points will take a long time. Find a way on how this can be made faster.

This assignment is to a analyze a random experiment. Assume that you have to toss a fair coin (50% probability for each head and tail) N times, where N→ o0, When head comes up, you will be rewarded (gain) RM1, while if tail comes up, you will be penalized (loss) RM1. Write a function function sum return = coin_toss (N) that returns a row vector sum_return of length N+1. Each column i represents gained sum from i-1 number of coin tosses, i.e. sum_return (1)=0. To solve this problem, you will need both a for statement and the rand function. Try out several (minimum of 2) tries a value of N of 1000, 10000, 100000, 1000000 and plot the results. The x-axis must show the values from 0 to N. The y-axis should be limited to the maximum gain and minimum loss during each experiment. Note that as N is large, plotting N points will take a long time. Find a way on how this can be made faster.

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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This assignment is to a analyze a random experiment. Assume that you have to toss a fair coin (50% probability for each head and tail) N times, where N→ 00, When head comes up, you will be rewarded (gain) RM1, while if tail comes up, you will be penalized (loss) RM1. Write a function function sum_return coin_toss (N) that returns a row vector sum_return of length N+1. Each column i represents gained sum from i-1 number of coin tosses, i.e. sum_return (1) =0. To solve this problem, you will need both a for statement and the rand function. Try out several (minimum of 2) tries a value of N of 1000, 10000, 100000, 1000000 and plot the results. The x-axis must show the values from 0 to N. The y-axis should be limited to the maximum gain and minimum loss during each experiment. Note that as N is large, plotting N points will take a long time. Find a way on how this can be made faster.
Transcribed Image Text:This assignment is to a analyze a random experiment. Assume that you have to toss a fair coin (50% probability for each head and tail) N times, where N→ 00, When head comes up, you will be rewarded (gain) RM1, while if tail comes up, you will be penalized (loss) RM1. Write a function function sum_return coin_toss (N) that returns a row vector sum_return of length N+1. Each column i represents gained sum from i-1 number of coin tosses, i.e. sum_return (1) =0. To solve this problem, you will need both a for statement and the rand function. Try out several (minimum of 2) tries a value of N of 1000, 10000, 100000, 1000000 and plot the results. The x-axis must show the values from 0 to N. The y-axis should be limited to the maximum gain and minimum loss during each experiment. Note that as N is large, plotting N points will take a long time. Find a way on how this can be made faster.
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