To audit the 58 accounts payable of a small firm, the auditory randomly selects 8 account balances for review. Suppose that 5 of the 58 accounts contain errors.

(a) How many samples are possible?

(b) How many samples are possible that contain exactly 1 error?

(c) Exactly 2 errors?

(d) Exactly 3 errors?

(e) Exactly 4 errors?

(f) Exactly 5 errors? (g) How many samples are possible that contain at least one error? (h) How many samples are possible that contain no errors?