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2 Suppose the radius of a circle, r, is a random number (it has a uniform distribution in the interval from 0 to 1), and

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2 Suppose the radius of a circle, r, is a random number (it has a uniform distribution in the interval from 0 to 1), and consider the area of the circle, i.e., A = ar2. (a) Write Python code to construct a list L of n tuples, where each tuple is a pair (ri, Ai) with each ri being a random number and Ai = arz. Use n = 10 and print out the list L. Use the random seed of 123. (b) Adding to your Python code in part (a), calculate (and print out) the means of the ri and Aj, i.e., mean r = 1 = li and mean_A = 1 21=1 A;. (c) Calculate, print out, and comment on the value (mean.r)? in comparison with mean_A. Also comment on the value of mean r. Use n = 1000000 and do not print out L

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