Use MATLAB to solve the following: Consider the random variable X = [(Ui - 12) 12...

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Use MATLAB to solve the following: Consider the random variable X = [(Ui - 12) 12 i=1, where the Ut's are uniform random variables. 6.1 Write a MATLAB code to estimate (use 1,000 trials) the PDF (probability distribution function) of X and to compute the Gaussian PDF px(x) = 1 √2πe - 12x2. 6.2 Plot the estimated PDF and overlay the Gaussian PDF plot. Submit the plot. 6.3 Try increasing the number of trials from a thousand to a million. What do you see? Use MATLAB to solve the following: Consider the random variable X = [(Ui - 12) 12 i=1, where the Ut's are uniform random variables. 6.1 Write a MATLAB code to estimate (use 1,000 trials) the PDF (probability distribution function) of X and to compute the Gaussian PDF px(x) = 1 √2πe - 12x2. 6.2 Plot the estimated PDF and overlay the Gaussian PDF plot. Submit the plot. 6.3 Try increasing the number of trials from a thousand to a million. What do you see?

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Solution Now To the Generate random samples of the variable X by simulating 1000 trials To the You c... View the full answer