Suppose you and a friend are playing cards and you are each dealt 3 cards. You have a 8 through 10 in your hand. You are about to be dealt one more card. What is the probability that you are dealt a Jack given that
(a) Your friend has no Jacks in his hand.
(b) Your friend has exactly one Jack in his hand.
Suppose you are playing Poker alone. You have four cards (6♡♡, 7♡♡, 8♡♡, and 9♡♡). You are about to select one more card from the remaining deck. What is the probability that you get
(a) a flush (all cards of the same suit)?
(b) a straight (5 consecutive cards)?
(c) a straight flush (5 consecutive cards of the same suit)?
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