From a well-shuffled deck of cards, we deal cards without replacement, until all cards have been dealt. Calculate the following: (a) The probability that the third card dealt is an Ace. (b) The expected number of unique suits that appear in the first 10 cards. (c) The expected number of unique suits that do not appear in the first 10 cards. (d) The expected number of cards strictly between the first and the last face card (Jack, Queen, King). (e) The expected number of Aces before the first face card