1 |
A set Q = {a/b} a, b∈ Z ^ b≠ 0} is called a set of. |
Whole numbers
Natural number
Irrational numbers
Rational numbers
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2 |
If A is subset of U, then (Ac)c= ......... |
A
A<sup>c</sup>
U<sup>c</sup>
∅
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3 |
If union and intersection of two sets are equal then sets are..............sets. |
Disjoint
Overlapping
Equal
Super
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4 |
A and Acare.................................Set. |
Universal
Overlapping
Disjoint
Super
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5 |
If set A has all its elements common with set B then set A is called...............set. |
Sub
Overlapping
Disjoint
Super
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6 |
If two sets have some elements common but not all are called......... sets |
Sub
OVERLAPPING
Disjoint
Super
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7 |
Which of the following is commutative law? |
A∪ (B ∪ C) = (A∪ B)∪ C
A∩ (B∩C)= (A∩B)∩C
A∪ B = B ∩ A
(A ∪ b)<sup>c</sup> = A<sup>c</sup> ∩ B<sup>c</sup>
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8 |
Which of the following is distributive property intersection over union? |
A∪ (B ∪ C) = A∪ (B∪ C)
A∩ (B∩C)= (A∩B)∩C
A∪ (B∩ C) = ( A∪ B)∩ (A∪ C)
A∩(B∪ C) = (A∩B)∪(A∩C)
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9 |
Which of the following is distributive property of union over intersection? |
A∪ (B ∪ C) = A∪ (B∪ C)
A∩ (B∩C)= (A∩B)∩C
A∪ (B∩ C) = ( A∪ B)∩ (A∪ C)
A∩(B∪ C) = (A∩B)∪(A∩C)
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10 |
Which of the following is associative law of Intersection? |
A∪ (B ∪ C) = (A∪ B)∪ C
A∩ (B∩C)= (A∩B)∩C
A∪ (B∩ C) = ( A∪ B)∩ (A∪ C)
A∩(B∪ C) = (A∩B)∪(A∩C)
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11 |
Which of the following is associative law of union? |
A∪ (B ∪ C) = (A∪ B)∪ C
A∩ (B∩C)= (A∩B)∩C
A∪ (B∩ C) = ( A∪ B)∩ (A∪ C)
A∩(B∪ C) = (A∩B)∪(A∩C)
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12 |
Which of the following is De-Morgan's law? |
(A∪ B)∪ C = A∪ ( B∪ C)
(A∩B)<sup>C</sup>= A<sup>c</sup>∪ B<sup>c</sup>
A∪ (B∩ C) = ( A∪ B)∩ (A∪ C)
A∩(B∪ C) = (A∩B)∪(A∩C)
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13 |
If x∈ U and x∉ A, then {x} is equal to .................... |
U<sup>c</sup>
A<sup>c</sup>
∅<sup>c</sup>
A - U
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14 |
If x⊆ A and x∉ b, then { x } is equal to............. |
A - B
B - A
A∩ B
A<sup>c</sup>
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15 |
If x∈ A and x∈ B, then {x} is equal to . |
A - B
A<sup>c</sup>
A∩ B
B<sup>c</sup>
|