The answer depends on how many cards are in the hand.
5
1 in 52....
What is the probability of drawing 3 red cards (hearts or diamonds) from a standard 52-card deck? Enter your answer as a number rounded to 2 decimal places.
The probability that a standard deck of 52 cards does not contain a king is 0.
Probability that it is one of these eight cards is 8/52. Hence the probability of not getting these eight cards is 44/52
-- Total number of cards = 52.-- Number of diamonds = 13 .-- Probability of success = (# of successes)/(# of total possibilities) = 13/52 = 25% .
The probability of pulling a four of diamonds from a standard deck of playing cards with the jokers removed is 1:52, the same as pulling any other individual card from the deck.
Presuming a standard 52 card deck, you have 5 cards in that deck which satisfy your requirement. Therefore the probability of getting one of those cards is 5/52.
1-52
The probability of drawing three diamonds from a standard deck of 52 cards is (13 in 52) times (12 in 51) times (11 in 50), or 1716 in 132600, or about 0.01294.
The probability is one in fifty-two.
It is 1/52.
5
1 in 52....
13 cards are diamonds. Four cards are 4. One card is the 4 of diamonds.
To find out the probability of something like this, you just find the number of diamonds and divide it by the total number of cards. In this case, there are 13 diamonds in a deck, and 52 cards. Dividing 13 by 52 gives 0.25. This can then be converted into a percentage, making the probability 25% or into a fraction, making the probability 1/4
1/52