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Two cards are drawn in succession without replacement from a standard deck of 52 cards. What is the probability that the first card is a face card (jack, queen, or king) given that the second card is an eight?
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like the last example exactly
.526 Is what I got, and I know that is wrong.
\[((12/51)*(1/4))/((12/51)*(1/4))+((3/4)*(40/51))\]
Where did I go wrong?
relying on a formula instead of a little bit of logic would be my first guess ... the formula looks daunting in that format
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if its just a practice in using the formula .... then good luck
knowing the second pull is n 8; that leaves us 12 face cards out of 51 left
not practice with the formula, but I still have a variable wrong
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