from a pack of 52 cards two cards are drawn one by one without replacement the probability that first drawn card is a king and second is a queen is-
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n(S)=52
let A be the event that the card drawn is a king
n(A)=4
p(A)=n(A)÷n(S)=4÷52=1/13
let B be the event that the card drawn is a Queen
n(B)=4
p(B)=n(B)÷n(S)=4÷52=1/13
let A be the event that the card drawn is a king
n(A)=4
p(A)=n(A)÷n(S)=4÷52=1/13
let B be the event that the card drawn is a Queen
n(B)=4
p(B)=n(B)÷n(S)=4÷52=1/13
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