In your own words, what does the Law of Large Numbers
have to say about a coin which is twice as likely to come heads as
it is to come up tails? Be sure to give the real world
interpretation of any mathematical expressions you use (like x̄n,
for example).
What does the central limit theorem have to say about
that coin from problem 1 (in your own words)? In particular, how
does the central limit theorem tell us more...