Answer :

Given that three cards are drawn from a well-shuffled deck of 52 cards with replacement.


We know that there will 4 kings, 4 queens, 4 jacks present in a deck.


Let us find the probability of drawing the cards.


P(K) = P(Drawing King from 52 cards deck)




P(Q) = P(Drawing Queen from 52 cards deck)




P(J) = P(Drawing Jack from 52 cards deck)




We need to find the probability of drawing one king, one queen, one jack


There will be 6 cases or sequences for drawing these three cards


P(DKQJ) = P(Drawing King, queen and jack)


Since drawing cards are independent their probabilities multiply each other,




The required probability is .


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