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2ND LAW OF (Project 2) Computational a) How many possible outcomes are there for each toss (2, 4, 5, and 6)? b) Make a

 

2ND LAW OF (Project 2) Computational a) How many possible outcomes are there for each toss (2, 4, 5, and 6)? b) Make a list of all the possible outcomes and their probabilities for each toss (2, 4, 5, and 6). THERMODYNAMICS c) Research the normalized Gaussian distribution function and explain each parameter. d) Use the answers obtained in (b) to draw histograms of each event (Tip: Assign Heads to 1 and Tails to 0) and fit it using the Gaussian distribution using Excel, or any computer programming language i.e. Matlab, R, Python etc. e) Use the graphs in (d), what does probability tells us? -The end--- 3

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