Question

If 5 cards are dealt from a shuffled deck of 52 cards, find the probability that none of the 5 cards are picture cards.

A. 1/216580

B. 3/13

C. 108257/108290

D. 33/108290

Answer #1

(52 cards) Five cards are dealt from a shuffled deck. What is
the probability that the 5 cards contain: 1) exactly one ace 2) at
least one ace

A card is drawn at random from a well-shuffled deck of 52
cards. What is the probability of drawing a face card or a 3?
a. 48/52
b. 2/13
c. 4/13
d. 16

Two cards are dealt from a standard deck of 52 cards. Find the
probability of getting:
(a) A face card, followed by the ace of spades?
(b) At least one red card?

Three cards are dealt from a deck of 52 playing cards. Find the
probability that a 3 card hand consists of: a. All hearts ( Answer
is P(13,3)) b. An Ace, King and Queen of the same suit (Answer is
P(4)) c. A pair of 2s (Answer is C(4,2) x C(48,1) Need help setting
up the problem

Two cards are drawn successively from an ordinary deck of 52
well-shuffled cards. Find the probability that a. the first card is
not
a Four of Clubs or an Five;
b. the first card is an King but the second is not;
c. at least one card is a Spade;

Three cards are dealt, one after the other, from an shuffled
52-card fair deck.
a) What is the probability of getting three Kings if the cards
are replaced after being chosen?
b) If the cards are not replaced after being chosen, why is it
wrong to say that the probability of getting three Kings is
correctly given in part a? Explain precisely. What is the correct
probability of this event?

You are dealt five cards from a standard deck of 52. Find the
probability of being dealt a full house, i.e., three cards of one
kind plus a pair of cards of another kind (see Exercise C.10 in
Appendix C of the textbook for a description of all the poker
hands).Probability =

1. Suppose that 5 cards are dealt from a standard deck of 52
cards. What is the probability that one of those cards is the Ace
of Spades?

Seven cards are dealt from a deck of 52 cards.
(a) What is the probability that the ace of spades is one of
the 7 cards?
(b) Suppose one of the 7 cards is chosen at random and found
not to be the ace of spades. What is the probability that none of
the 7 cards is the ace of spades?
(c) Suppose the experiment in part (b) is repeated a total of
10 times (replacing the card looked at...

You deal 5 cards from a well-shuffled full deck. (note that
there are 52 cards in a full deck and among these, there are
exactly 4 aces and 4 kings (likewise 4 of each of the 13 ranks) in
the full deck) a) What is the probability that you get exactly 3
aces among the 5 cards? b) What is the probability that you get
exactly 2 kings among the 5 cards? c) What is the probability that
you get...

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