How many ways can you draw 13 cards from a deck of cards?

There are 40 possibilities for the thirteenth card (because it can be anything except the ♦7, ♠K, ♣4, or any of the nine other cards already dealt). That means that the number of possible hands is 52×51×50×···×42×41×40 = 3954242643911239680000.

How many combinations are in a 52 card deck?

There is only ONE combination of 52 in a deck of 52. Combinations are when order does not matter. You are probably thinking of permutations; how many ways can you order all the 52 cards in a pack?

How many different ways can a deck of cards be ordered?

Now that we know there are 52! ways, in which we can arrange a deck of cards. 52! is a damn high number which is equal to 8.06e+67. 80,658,175,170,943,878,571,660,636,856,403,766,975,289,505,440,883,277,824,000,000,000,000 to be exact.

How many different 13 card bridge hands are there?

First, we calculate how many different Bridge hands are possible. A Bridge hand consists of 13 random cards taken from a deck that holds 52 cards. The total number of possible Bridge hands is thus: COMBIN(52, 13) = 635,013,559,600.

How many different ways can you draw cards from a deck?

When drawing the first card from the deck there are 52 possibilities. With each successive draw there is one fewer possibility. For example, the number of different ways of drawing three cards would be 52 * 51 * 50 = 132,600.

How many ways to draw 2nd card from 52 cards?

There 52 Cards in deck! So you need to draw 8 cards.. 1st card is chlosen out of 52 cards. So, 1st card is drawn in 52 ways. then 2nd card is choosen from 51 cards. So, 2nd card is drawn in 51 Ways!

How many FC are there in a 5 card draw?

There are 12 face cards (FC) plus 40 non-face cards (NFC) in a standard 52 card deck. In drawing 5 cards from among 52 there is a possibility of having anywhere from 0 up to 5 FC. If 5 drawn cards are to contain at least 3 FC, this means that the number of FC in a 5 card draw must be anywhere from 3 up to 5 of the drawn cards.

How many cards are dealt from the randomly mixed deck?

Five cards are dealt from the randomly mixed deck. What is the probability that all cards are the same suit? EDIT: How I went about it before posting this question was doing (1/4) as the first card probability because my thought process was that we’ll draw 1 suit out of the 4 for the first probability.