A coin is tossed repeatedly and heads turn up on each toss with probability
p . Let Hn and Tn be the numbers of heads and tails in n tosses. Show
that, for each epsilon > 0.
E STANDS FOR EPSILON!! and <= means less than or equal to!)
P(2p-1-e <= (1/n) (Hn- Tn) <= (2p-1 + e) approaches 1 as n approaches infinity.