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11th Class ICS Mathematics Chapter 1 Test Online MCQs With Answers
Question # 1
Conjugate of complex number (-a, -b) is:
Choose an answer
(-a, b)
(-a, -b)
(a, -b)
none of these
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Question # 2
The real part of the complex number a + bi is:
Choose an answer
b
-b
a
-a
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Question # 3
Which of the following is correct:
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2 + 7i > 10 + i
1 + i > 1 - i
4 + 3i > 1 + 3i
none of these
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Question # 4
If z
1
= 4i and z
2
= 3 - 9i, then z
1
+ z
2
=
Choose an answer
3 - 5i
3i - 5
7 - 9i
3 + 5i
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Question # 5
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closureproperty
associativeproperty
commutativeproperty
trichotomyproperty
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Question # 6
The set of negative integers is closed with respect to:
Choose an answer
addition
multiplication
both (a) and (b)
subtraction
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Question # 7
Irrational numbers are:
Choose an answer
terminating decimals
non-terminating decimals
non-terminating, repeating decimals
non-terminating, non repeating
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Question # 8
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Reflexive property
Symmetricproperty
Transitiveproperty
Trichotomyproperty
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Question # 9
Conjugate of a + i b is:
Choose an answer
-a + ib
a + ib
-a - ib
a - ib
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Question # 10
Choose an answer
rational number
irrational number
natural number
whole number
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Question # 11
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integer
rational number
irrational number
natural number
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Question # 12
Choose an answer
i
0
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Question # 13
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closure property w.r.t multiplication
commutativeproperty w.r.t multiplication
associativeproperty w.r.t multiplication
trichotomy property
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Question # 14
If z = x + i y = r (cos Θ + i sin Θ), then arg z is:
Choose an answer
tan Θ
cos
2
Θ + sin
2
Θ
r
Θ
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Question # 15
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additive property
multiplicative inverseproperty
transitive property
negative property
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Question # 16
The additive inverse of a real number is a:
Choose an answer
0
-a
a
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Question # 17
The imaginary part of the complex number a + bi is:
Choose an answer
a
b
bi
none of these
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Question # 18
Choose an answer
z is purely real
z is any complex number
z is purely imaginary
real part of z = imaginary part of z
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Question # 19
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a + c = b + d
a + b = c + d
a - b = c - d
None of these
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Question # 20
Choose an answer
real numbers
complexnumbers
primenumbers
oddnumbers
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