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Byju's Answer
Standard XII
Mathematics
Complement
If nU = 48, n...
Question
If
n
(
U
)
=
48
,
n
(
A
)
=
28
,
n
(
B
)
=
33
and
n
(
B
–
A
)
=
12
, then
n
(
A
∩
B
)
C
=
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Solution
n
(
B
–
A
)
=
n
(
B
)
–
n
(
B
∩
A
)
⇒
n
(
B
∩
A
)
=
33
−
12
=
21
∴
n
(
A
∩
B
)
C
=
n
(
U
)
–
n
(
A
∩
B
)
=
48
−
21
=
27
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Similar questions
Q.
If
n
(
U
)
=
48
,
n
(
A
)
=
28
,
n
(
B
)
=
33
and
n
(
B
–
A
)
=
12
, then
n
(
A
∩
B
)
C
=
Q.
If
n
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U
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n
(
A
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=
28
,
n
(
B
)
=
33
and
n
(
B
−
A
)
=
12
then
n
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A
∩
B
)
C
is (where
U
denotes the universal set)
Q.
If
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μ
)
=
48
,
n
(
A
)
=
28
,
n
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B
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=
33
and
n
(
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−
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=
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Q.
Let
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,
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=
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=
300
and
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∩
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)
=
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,
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