You are to pick 4 cards randomly from a condensed deck of cards that contains four suits - ♡, ♢, ♣, ♠ - and the following denominations: Ace, 2, 3, 4, 5, 6, 7, 8, 9, and 10. There are no face-cards in this deck. What is the probability that you will get Part (a) a three-of-a-kind? P(3 of a kind) = (use four decimals) Part (b) What is the probability that all four cards are of the same suit? For example, all four cards are ♡s? P(all the same suit) = (use four decimals) Part (c) What is the probability you get one-pair? P(one pair) = (use four decimals) Part (d) What is the probability you get two aces and two 10s? P(2 – aces and 2 – 10s) = (use four decimals) Part (e) What is the probability you get two aces and two ♡s? P(2 – aces and 2 – ♡) = (use four decimals)