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Byju's Answer
Standard XI
Mathematics
Axiomatic Approach
For any two i...
Question
For any two independent events
E
1
and
E
2
in a space
S
,
P
[
(
E
1
∪
E
2
)
∩
(
E
1
∩
E
2
)
]
is equal to
A
≤
1
4
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B
>
1
4
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C
≥
1
2
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D
>
1
2
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Solution
The correct option is
C
≥
1
2
gfd
Suggest Corrections
0
Similar questions
Q.
For any two independent events
E
1
and
E
2
in a space
S
,
P
[
(
E
1
∪
E
2
)
∩
(
E
1
∩
E
2
)
]
is equal to
Q.
For any two independent events
E
1
and
E
2
,
P
{
(
E
1
∪
E
2
)
∩
(
¯
¯¯¯¯
¯
E
1
)
∩
(
¯
¯¯¯¯
¯
E
2
)
}
is
Q.
For any two independent events
E
1
and
E
2
,
P
{
(
E
1
∪
E
2
)
∩
(
¯
¯¯¯¯
¯
E
1
)
∩
(
¯
¯¯¯¯
¯
E
2
)
}
is
Q.
E
1
a
n
d
E
2
are events in a probability space satisfying the following constraints
P
(
E
1
)
=
P
(
E
2
)
;
P
(
E
1
∪
E
2
)
=
1
;
E
1
a
n
d
E
2
are independent then
P
(
E
1
)
=
Q.
Let
E
c
denote the complement of an event
E
. Let
E
1
,
E
2
and
E
3
be any pairwise independent events with
P
(
E
1
)
>
0
and
P
(
E
1
∩
E
2
∩
E
3
)
=
0
. Then
P
(
E
c
2
∩
E
c
3
E
1
)
is equal to:
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