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Orion Wisoky

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3y ago

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Related Questions

What is the fundamental counting principal?

If one Six sided die is rolled and one card is drawn from a 52-card deck? o3o


How many 6 of clubs are in a deck of cards?

There is only one six of diamonds in a deck of playing cards.


What is the probability that the card is a six?

In an ordinary deck of 52 cards, the probability that a single, randomly drawn card is a six, is 1/13.


When a single card is drawn from an ordinary 52 card deck find probability that the number is from three to six inclusive?

The probability of drawing a three, four, five, or six from an ordinary 52 card deck is 4 in 13, or about 0.3077.


What is the probability of not drawing a black six from a deck of cards?

Probability of not drawing a black six from a deck of cards = 1 - probability of drawing a black 6 = 1 - 2/52 = 50/52 = 25/26.


There are 52 cards in a deck of playing cards and each deck has four sixes If you pick one card from the deck at random what is the probability that you will pick six?

4/52 = 1/13 There are 4 sixes (the numerator) There are 52 cards (denominator) Reduce your fraction You have 4 chances out of 52 that the card you pick will be a six (because there are 4 sixes in the 52-card deck)


How many possible outcomes are there if you pick a card from a deck of fifty-two and roll a dice?

52 x 6 if it is a six sided die.


What is the probability of picking a six of diamonds out of a 52 card deck of cards?

1/52


What is the probability of getting a five and a six from a 52-card deck?

It is a certainty - if you select enough cards.


What is the probability you would pick out the six of hearts out of a deck of cards?

Presuming a standard 52 card deck, the chance of drawing the 6 of hearts (or any specific card for that matter) is 1/52.


What is fundamental counting principal?

If one Six sided die is rolled and one card is drawn from a 52-card deck? o3o


What is the probability of drawing the six of clubs from a standard deck of cards?

If only one card is drawn, at random, then it is 1/52.