posted by Cherie on .
Karen, Gavin, Nasra, and Ali each have a deck of playing cards. Each student randomly draws a card from the deck. Find the probability of these events:
a) Each student draws a club.
b) Karen draws a red card, Gavin draws a king, Nasra draws a black card, Ali draws the 2 of clubs.
C) Karen draws a heart, Gavin draws a heart, Nasra draws a face card, and Ali draws an ace.
I don't understand this please help!
If the events are independent, the probability of both/all events occurring is determined by multiplying the probabilities of the individual events. How many of each are in the deck?
a) (13/52)^4 = ?
b) (26/52)(4/52)(26/52)(1/52) = ?
c) I'll let you do this one.