Say that you and your friends Terry, Bobby, Lindsey, and Peyton enter
a raffle with 50 other people and prizes are received at each drawing. Determine the
probability that:
(a) you win the first three prizes if winning more than one prize is allowed.
(b) you win the fifth prize, Bobby wins the eight prize, Lindsey wins the tenth
prize, and Terry wins the 50th prize if no one can win more than one prize.
(c) your friends win the first four prizes and you win the 56th prize if winning more
than one prize is allowed.
(d) your friends win the first four prizes and you win the 56th prize if no one can
win more than one prize.