1. Consider the data 1, 3, 5, 7, 9, 11 and 13. Store them in L, and then (a) Find . (b) Find o. (c) Find a (exact). (d) Take samples of size 2 with replacement from this population, list all your samples in the table below: 1, 1 3,1 5,1 7,1 9,1 1 2 1,3 3,3 3 (e) Now find the mean of each sample, and place all the sample means in the table below: 1,5 3,5 2 3 1,7 3 4 5 (f) Complete the following probability distribution table for all the sample means: Write P(x), in fractions (do not reduce). X 1 2 (i) Find o 3 4 5 P(X) 1 - (1) Find oy (exact). 49 2 49 49 111 6 7 8 9 10 P(X) 7 11 12 13 14 15 (g) Draw the probability distribution histogram using and P(x) superimposed with a bell curve. Clearly label and mark your graph. P(X) Now enter all the sample means in L2, and corresponding probabilities P(x) in L.3. (h) Find g.