what is the probability of getting a face card or a spade?
9230
→ There are 13 spade cards and 12 face cards in a standard deck of 52 cards. BUT, 3 of those face cards are also spades, so what you have are 22 candidates for the draw, not 25. The odds are exactly 100% or zero, depending on what I want to happen.
808666
there is only 1 jack of hearts in the deck, so the probability is 1/52 that you will get a heart and a jack on one draw of the cards.
910435
You are dealt two cards, while the dealer draws one card. The cards are dealt face-up so you can see your point value. Blackjack Challenge is played with 6 or 8 decks of cards. ... blackjack - If the first two cards of your original hand or split hand are an Ace and any ten-point card, you have Blackjack.
322542
The probability of picking up a club is 13/52, since each deck contains 13 club (1♣, 2♣, 3♣, 4♣, 5♣, 6♣, 7♣, 8♣, 9♣, 10♣, J♣, Q♣, K♣) cards.
862943
Since the chest currently has a 0.11% chance of dropping a Legendary card, you should get one for every 1000 Free Chests. Once the final Legendary card comes out, the Free Chest will have a 0.15% chance of dropping a Legendary card. This means you should get one every 700 chests.
1176747
['by Zobmondo!!', 'To win you must collect 5 cards by corrrectly predicting what the others will do. 40 cards with 160 questions, 2 choice Chips in a a travel friendly box. Fun take with you anywhere game for groups and families.']
490510
There are 2 black kings in a pack of cards, so the probability is 2/52 = 1/26. Off of drawing a single card your odds are 2 in 54, or 1 in 27.
881555
The probability of picking up an ace in a 52 deck of cards is 4/52 since there are 4 aces in the deck. The odds of picking up any other card is therefore 52/52 - 4/52 = 48/52. ... The probability of picking up an ace or a king is 8/52 since in a deck of 52 cards there are 4 aces and 4 kings, which totals 8.
421122
It's safe to say that for every 2 Super Magical Chests, or at most, 1000 chests, you will obtain 1 Legendary card. This is not a guarantee, however. The Free Chest is the most common chest of all. Since the chest currently has a 0.11% chance of dropping a Legendary card, you should get one for every 1000 Free Chests.
699516
Object of the Game To win at least the number of tricks bid. When the two jokers are used, they are the highest-ranking trump cards. The spade suit is comprised of 15 cards: the Big Joker (Full-Color Joker) outranks the Little Joker (One-Color Joker), which outranks the ace of spades.
1212095
In Bingo, the more cards in play, the lower the odds of winning. The odds are calculated by taking the number of cards you're playing divided by the total number of cards in play. So, if 100 cards are in play and you have 1 card, your chances of winning are 1 in 100.
59442
However, the Super Magical Chest remains the chest with the highest possible chance of Legendary cards, with a chance of over 50% to get a Legendary card once the Inferno Dragon comes out. It's safe to say that for every 2 Super Magical Chests, or at most, 1000 chests, you will obtain 1 Legendary card.
1432535
['18 Blue cards - 1 to 9.', '18 Green cards - 1 to 9.', '18 Red cards - 1 to 9.', '18 Yellow cards - 1 to 9.', '8 Hit 2 cards - 2 each in blue, green, red and yellow.', '8 Reverse cards - 2 each in blue, green, red and yellow.', '8 Skip cards - 2 each in blue, green, red and yellow.']
152598
So the total probability of picking a joker from set 1 is (2/27)*(13/53)+(1/27)(27/53)=1/27=0.037.
769072
["Hold'em.", 'Omaha Hi/Lo.', 'Razz (Seven Card Stud Low)', 'Stud (Seven Card Stud High)', 'Eight-or-better (Seven Card Stud Hi/Lo)']
352904
['Example: The probability that a card is a four and red =p(four and red) = 2/52=1/26. ... ', 'What will happen if we find the joint probability of two dependent events?', 'P(A and B) = P(A)P(B|A) and P(B and A) = P(B)P(A|B)']
47936
A deck of 54 cards is used, a standard 52 card deck plus big and little jokers. The jokers are considered to be spades and the rank of spades is Big Joker, Little Joker, Ace, King, Queen, Jack, 10, 9, 8, 7, 6, 5, 4, 3, 2.