Q: Probabilty of pulling out a card that is not a red odd card from a deck?

Write your answer...

Submit

Still have questions?

Continue Learning about Math & Arithmetic

4 out of 52.

There are twenty odd cards in a deck of cards. This is a math problem.

28

It depends on what you mean by odd. If the Ace is low, it could be considered odd; if it is high, it could be considered as even. Also, what about the Jack and King? They could be considered odd as well. One answer, assuming the Ace is low, and the Jack and King are odd, is that there are 14 odd red cards in a standard deck of 52 cards.

There are 4 aces, so the odds of drawing an ace are 4/52, or 1/13.

Related questions

this sort of a joker!

4 out of 52.

In a 52 deck card there are 20 even numbered cards. So, your odds would be 20 out of 52 or reduced to 5 out of 13 chance.

There are twenty odd cards in a deck of cards. This is a math problem.

28

It depends on what you mean by odd. If the Ace is low, it could be considered odd; if it is high, it could be considered as even. Also, what about the Jack and King? They could be considered odd as well. One answer, assuming the Ace is low, and the Jack and King are odd, is that there are 14 odd red cards in a standard deck of 52 cards.

There are 4 aces, so the odds of drawing an ace are 4/52, or 1/13.

Not counting the face cards nor Aces which do not have a number, there are 16 odd numbered cards.

It depends on what you mean by odd. If the Ace is low, it could be considered odd; if it is high, it could be considered as even. Also, what about the Jack and King? They could be considered odd as well. One answer, assuming the Ace is low, and the Jack and King are odd, is that there are 14 odd red cards in a standard deck of 52 cards.

There is a card called 'Odd-Eyes Rebellion Dragon the Supreme King Black Dragon', which was released in the Japanese set Clash of Rebellion. Early August 2015 this set will be released in English and yes, the above card will simply be printed as 'Odd Eyes Rebellion Dragon'.

The question is being answered assuming that by "number" you mean a positive integer. The probability that the number meets these requirements is 14/24 or 7/12.

4/52 then is reduces to 2/26 then down to 1/13.