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More Probability Quesions?
4.What are the odds in favor of drawing a card lower than a 6 from an ordinary deck of cards?
_______to ______
#5. What are the odds in favor of drawing a card lower than a 7 from an ordinary deck of cards? (Assume ace is the highest face card.)
_______to ______
#6. A single card is drawn from a standard deck of cards. Find the following probabilities. A face card is a jack, queen, or king.
P(jack | red) = ?
P(face card | queen) = ?
#7.Two cards are drawn from a standard deck of cards, and one of the two cards is noted and removed. Find the following probabilities of the second card.
P(jack | two) = 4/51 is correct
P(spade | spade) = ?
MUST show work: step by step (with explanations and calculations).
1 Answer
- SteveLv 61 decade agoFavorite Answer
4) Assuming Ace is highest card and we are only counting cards 2-5 since the question calls for "lower than 6" instead of "6 or lower". There would be 4 2's, 4 3's, 4 4's, and 4'5's which is 16 cards out of 52 card deck. 16/52 simplified to 4/13. If Ace is counted as 1 or 6 is included then it would be 20 out of 52 cards which is 5/13. If Ace is 1 AND 6 is counted, then it would be 24 out of 52 cards which is 6/13.
5) Again, this is finding 2-6 or 7. If it is 2-6, then the odds would be 20 cards out of 52 cards which is 5 out of 13. If it's 2-7, then it's 6/13.
6) There are 2 red jacks out of 52 cards. 2/52 which would mean 1 out of 26 chance of getting a red jack.
There would be 12 face cards out of 52 cards. That would be 3/13 cards. The queen is 1/3 for face cards. (1/3)(3/13) = 3/39 = 1/13. So, 3 out of 13 for finding a face card and 1 out of 13 for finding a queen.
7) If I remove a spade from the deck and then try to pull another spade, my original chances would go from 13 out of 52 to 12 out of 51. I can't pull all thirteen spades if one is missing.
Hope that's what you're looking for.