Show that if n approaches [infinity] and rn approaches p, and m is fixed, the hypergeometric frequency function tends to the binomial frequency function. Give a heuristic argument for why this is true.
a) As n approaches [infinity], the hypergeometric frequency function tends to the binomial frequency function.
b) The hypergeometric frequency function diverges from the binomial frequency function as n approaches [infinity].
c) The hypergeometric and binomial frequency functions remain constant regardless of n.
d) The relationship between n and p does not impact the convergence of the two functions.