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Standard VIII
Mathematics
Definition of Sets
4. Let A=a, b...
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4. Let A={a, b, c, d}. B and C are two sets such that B and C subset of A and B intersection c = 0. Number of possible ordered pair (B, C) satisfying above condition is
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Q.
Let X be a set of
5
elements. The number d of ordered pairs (A, B) of subsets of X such that
A
≠
Φ
,
B
≠
Φ
,
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∩
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=
Φ
satisfies.
Q.
Let X = {1, 2, 3, 4, 5, 6}. The number of ways of different ordered pairs (A, B) that can be formed such that A and B are subsets of X and
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Let A,B are two sets such that n(A)=4 and n(B)=6. Then the least possible number of elements in the power set of
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Q.
Let A be a square matrix of order two such that
A
−
A
A
T
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I
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(
A
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R
and entries are complex numbers, number of such matrices possible are
Q.
Given
A
=
{
5
,
6
,
7
}
and
B
=
{
3
,
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}
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irst
component
is from
set A and second component is from set B.
What is the total number of such pairs?
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Definition of Sets
Standard VIII Mathematics
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