The probability of drawing a queen from a deck of cards after drawing two kings and two queens without replacement is the fraction 1/24 or 0.04.
The probability of an event without replacement implies that once an item is drawn, then we do not replace it back to the sample space before drawing another item.
In a standard deck of cards, there is a total of 52 cards with 4 kings and 4 queens
After first drawing two kings and two queens without replacement, there will be a total of 48 cards left with only two queens.
so
the probability of drawings a queen afterwards = 2/48
the probability of drawings a queen afterwards = 1/24
Therefore, probability of drawing a queen from a deck of cards after drawing two kings and two queens without replacement is approximately 0.04 or 1/24
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