Two cards are drawn from a well shuffled pack of 52 cards. The probability that one of them is a queen and the other is an ace is
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Answer:
Since cards are drawn without replacement.
Total no. of cases, i.e., P(S)=51×51=2652
Let A be the event of getting a queen and king of opposite colours
A={Q
h
K
s
,Q
h
K
c
,Q
d
K
s
,Q
d
K
c
,Q
s
K
h
,Q
s
K
d
,Q
c
K
h
,Q
c
K
d
,K
h
Q
s
,K
h
Q
c
,K
d
Q
s
,K
d
Q
c
,K
s
Q
h
,K
s
Q
d
,K
c
Q
h
,K
c
Q
d
}
Here h,s,d,c represent heart, spade, diamond and club respectively.
∴n(A)=16
∴P(A)=
n(S)
n(A)
=
2652
16
=
663
4
Hence the probability that one of these is a queen and the other is a king of opposite colour is
663
4
.
Step-by-step explanation:
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