1 |
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A is proper subset of B
A is an improper subset of B
A is equivalent to B
B is subset of A
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2 |
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An empty set
Universal set
A singleton set
None of these
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3 |
A = B if |
A is equivalent to B
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4 |
{1, 2, 3} is _____ |
an infinite set
A finite set
A singleton set
Universal set
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5 |
The set of rational numbers is subset of |
The set of natural numbers
The set of real numbers
The set of integers
The set of whole numbers
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6 |
The set of real numbers is a subset of |
The set of natural numbers
The set of rational numbers
The set of integers
The set of complex numbers
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7 |
The set of integers is a subset of |
The set of natural numbers
The set of whole numbers
The set of prime numbers
The set of rational numbers
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8 |
The set of whole numbers is subset of |
The set on integers
The set of natural numbers
{1, 3, 5, 7, ....}
The set of prime numbers
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9 |
The set of natural numbers is a subset of |
{1, 2, 3, .... 100}
The set of whole numbers
{2, 4, 6, 8, .....}
None of these
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10 |
Let A and B be two sets. If every element of A is also an element of B then |
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11 |
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Evert element of A is in B
Every element of B is in A
Every element of A is in B'
Every element of A is in A
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12 |
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Natural numbers
Whole numbers
Integers
Rational numbers
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13 |
{1, 2, 3, 4,.....} is set of ______ |
Natural numbers
Whole numbers
Integers
Rational numbers
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14 |
The number of different ways of describing a set is |
One
Two
Three
Four
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15 |
The set (Z, +) forms a group |
Forms a group w.r.t addition
Forms a group w.r.t multiplication
Non commutative group w.r.t multiplication
Doesn't form a group
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16 |
Power set of X i.e P(X)..........under the binary operation of union U |
Forms a group
Does not form a group
Has no identity element
Infinite set although X is infinite
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17 |
The set {Z\ {0} } is group w.r.t |
Addition
Multiplication
Division
Subtraction
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18 |
The set R is ........w.r.t subtraction |
Not a group
A group
No conclusion drawn
Non commutative group
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19 |
The set {1,-1,i,-i} |
Form a group w.r.t addition
Form a group w.r.t multiplication
Does not form a group w.r.t multiplication
Not closed under multiplication
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20 |
The set of complex numbers forms |
Commutative group w.r.t addition
Commutative group w.r.t multiplication
Commutative group w.r.t division
Non commutative group w.r.t addition
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21 |
The set {-1,1} is |
Group under the multiplication
Group under addition
Does not form a group
Contains no identity element
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22 |
The set {x +iy / x, y ∈ Q} forms a group under the binary operation of |
Addition
Multiplication
Division
Both addition and multiplication
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23 |
The set of integer is |
Finite group
A group w.r.t addition
A group w.r.t multiplication
Not a group
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24 |
To each element of a group there corresponds ............. inverse element |
Two
One
No
Three
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25 |
The function {f(x,y)|y = ax2 +bx +c} is |
One-one function
Constant function
Onto function
Quadratic function
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26 |
A function whose range is just one element is called |
One-one function
Constant function
Onto function
Identity function
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27 |
A function in which the second elements of the order pairs are distinct is called |
Onto function
One-one function
Identity function
Inverse function
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28 |
The set of the first elements of the orders pairs forming a relation is called its |
Relation in B
Range
Domain
Relation In A
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29 |
(A ∩ B)c = |
A∩ B
(A ∪ B)c
Ac∪Bc
Φ
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30 |
The set { {a,b} } is |
Infinite set
Singleton set
Two points set
Empty set
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