For large n, assume we estimate an unknown probability p by the estimator p defined as the frequency of the event inn trials. (a) Show that (b) Show that by choosing n = l/d2 we can achieve, for a...

For large n, assume we estimate an unknown probability p by the

estimator p defined as the frequency of the event inn trials.

(a) Show that

(b) Show that by choosing n = l/d2 we can achieve, for a predetermined value of d, the result that the estimate p will

not differ in magnitude from p by more than d with probability at least 0.9544.