(Solved): (a) How many clubs are in a standard 52-card deck? (Type a whole number.) (b) How many cards remai ...

(a) How many clubs are in a standard 52-card deck? (Type a whole number.) (b) How many cards remain in the deck? How many cards are not known by Mike? Of the cards not known by Mike, how many are clubs? The deck still contains \( \operatorname{card}(\mathrm{s}) \) (Type a whole number.) Of all the cards, Mike does not know \( \quad \operatorname{card}(\mathrm{s}) \). (Type a whole number.) Of the cards not known by Mike, is/are (a) club(s). (Type a whole number.) (c) What is the probability that Mike gets dealt a club on the next card? \( P( \) next card dealt is a club \( )= \) (Round to four decimal places as needed.) (d) What is the probability that Mike gets dealt two clubs in a row? \( \mathrm{P}( \) two clubs in a row) \( =[ \) (Round to four decimal places as needed.) (e) Ignoring the ranks of the cards, should Mike stay in the game? The probability that Mike gets a flush is \( 0.05 \), which is Thus, he stay in the game.