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a) The variance of this uniform random distribution is (n^2 - 1)/12, here have n = 200 so variance is (200^2 - 1)/12 = 13333/4. The variance is the square root of this, giving us approximately, 57.7. So we would expect the number of 4's to be $$ 0.1 * 200 \pm 57.7 $$ Which gives us a range of 0 to 77 about 68 percent of the time. So finding only 4 4's is well within expectations. Note that the larger the number of samples, the wider the variance. b) You would expect to find 0.1*1000 7's in a table of 1000 numbers. Of course, there will be some variance as discussed above.
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