Consider a population that contains values of x equal to 0, 1, 2,..., 97, 98, 99. Assume that the values of x are equally likely. For the sample sizes nequals=2, nequals=5, nequals=10, nequals=30, and nequals=50, a computer was used to generate 500 random samples and calculate x overbarx for each sample. Relative frequency histograms of the 500 values of x overbarx were constructed for each of the sample sizes. What changes occur in the histograms as the value of n increases? What similarities exist?