MCQs of Maths for Class 10 Practice Tests

This page contains all the online tests for MCQs of Maths for class 10. Students should do the practice of all these tests for getting good marks in FBISE board exams. All the possible MCQs of Maths for class 10 have been prepared for the better preparation of Exams.

Unit 1 – Quadratic Equations

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  • Unit 1 MCQs Grand Test

Unit 2 – Theory of Quadratic Equations

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Unit 3 – Variations

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Unit 4 – Partial Fractions

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Unit 5 – Sets and Functions

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Unit 6 – Basic Statistics

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Unit 7 – Introduction to Trignometery

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Unit 8 – Projection of a Side of a Triangle

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Unit 9 – Chords of a Circle

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Unit 10 – Tangent to a Circle

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Unit 11 – Chords and Arcs

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Unit 12 – Angle in a Segment of a Circle

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Unit 13 – Practical Geometry – Circles

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Unit 1
Quadratic Equations

Practice MCQs Test No 1

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64

Class 10 Mathematics
Chapter 1
Practice MCQs Test No 1

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Standard form of quadratic equation is:

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The solution set of 5x2=15x is:

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An equation of the type
3x+ 32-x+6 = 0 is a/an:

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An equation, which remains unchanged when x is replaced by 1/x is called a/an:

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If b=0 in a quadratic equation ax2+bx+c=0 then the equation is called:

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The number of methods to solve a quadratic equation is:

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The solution set of 4x2-16=0 is:

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An equation of the form 2x4-3x3+7x2-3x+2=0 are:

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The number of terms in a standard quadratic equation ax2+bx+c=0 are:

10 / 10

Two linear factors of x2-15x+56=0 are:

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Unit 2
Theory of Quadratic Equations

Practice MCQs Test No 1

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41

Class 10 Mathematics
Chapter 2
Practice MCQs Test No 1

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The product of cube roots of unity is:

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If \alpha ,\beta are the roots of { 7x }^{ 2 } - x + 4 = 0, then "\alpha \beta " is:

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If \alpha ,\beta are the roots of { x }^{ 2 } - x - 1 = 0, then product of the roots 2 \alpha and 2 \beta is:

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If \alpha ,\beta are the roots of { 3x }^{ 2 } + 5x - 2 = 0, then "\alpha +\beta " is:

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If \alpha ,\beta are the roots of the equation { px }^{ 2 } + qx + r = 0, then sum of the roots 2\alpha and 2\beta is:

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If \alpha , \beta are the roots of { 4x }^{ 2 } + 3px + { p }^{ 2 } = 0, then \alpha + \beta is:

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Roots of the equation { 4x }^{ 2 } - 4x + 1 = 0 are:

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Sum of the cube roots of unity is:

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The discriminant of quadratic equation { 6x }^{ 2 } - 8x + 3 = 0 is:

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The sum of roots of (a + b){ x }^{ 2 } - ax + b = 0 is:

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Practice MCQs Test No 2

/11
24

Class 10 Mathematics
Chapter 2
Practice MCQs Test No 2

1 / 11

{ \alpha }^{ 2 } + { \beta }^{ 2 } is equal to

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If  b2 - 4ac > 0, but not a perfect square then roots of { ax }^{ 2 } + bx + c = 0 are:

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Cube roots of -1 are:

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Each complex cube root of unity is _________ of each other.

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The discriminant of { ax }^{ 2 } + bx + c = 0 , is:

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If { b }^{ 2 } - 4ac < 0, [/katex] then the roots are:

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\frac { 1 }{ \alpha } +\frac { 1 }{ \beta } is equal to:

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If \alpha ,\beta are the roots of { x }^{ 2 } - 5x + p = 0, then \alpha \beta is:

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Two square roots of unity are:

 

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The nature of roots of equation { ax }^{ 2 } + bx + c = 0, is determined by:

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Roots of the equation { 4x }^{ 2 } - 5x + 2 = 0, are

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Unit 3
Variations

Practice MCQs Test No 1

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25

Class 10 Mathematics
Chapter 3
Practice MCQs Test No 1

1 / 10

In a continued proportion a ∶ b ∷ b ∶ c  or  ac = b2,  b is said to be _______ proportional

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If \frac { a }{ b } = \frac { c }{ d } then Componendo property is:

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If a ∶ b = c ∶ d then a ∶ a - b = c ∶ c - d is called theorem of:

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The mean proportional of 2 and 128 is:

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The simplest form of 450cm, 3m is:

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If \frac { u }{ v } = \frac { v }{ w } = k , then:

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In ratio a ∶ b, the b is called ________. (‘b’ is the second term)

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The value of x in proportion 4 ∶ x ∷ 5 ∶ 15 is:

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The fourth proportional w of x ∶ y ∷ v ∶ w is:

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In continued proportion a : b ∷ b : c , “c” is said to be ________ proportional to “a” and “b”.

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Practice MCQs Test No 2

/8
18

Class 10 Mathematics
Chapter 3
Practice MCQs Test No 2

1 / 8

In a proportion a ∶ b ∷ c ∶ d ‘b’ and ‘c’ are called:

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The third proportional of { x }^{ 2 } \quad and \quad { y }^{ 2 } is:

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If a ∶ b = x ∶ y , then alternando property is:

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If a ∶ b = x ∶ y , then Invertendo property is:

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In a ratio a : b, ‘a’ is called:

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If u \alpha { v }^{ 2 } , then:

7 / 8

If { y }^{ 2 } \alpha \frac { 1 }{ { x }^{ 3 } } then:

8 / 8

In a proportion a ∶ b ∷ c ∶ d ‘a’ and ‘d’ are called:

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Unit 4
Partial Fractions

Practice MCQs Test No 1

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24

Class 10 Mathematics
Chapter 4
Practice MCQs Test No 1

1 / 9

A fraction in which the degree of the numerator is equal to or greater than the degree of denominator is called:

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  \frac { { x }^{ 5 } }{ { ({ x }^{ 2 } + 1) }^{ 2 } } is:

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Partial fraction of   \frac { { x }^{ 2 } + 1 }{ (x + 1)(x - 1) } are of the form:

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Partial fraction of \frac { x - 2 }{ { (x } - 1)(x + 2) } are of the form:

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A fraction in which the degree of the numerator is less than the degree of denominator is called:

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  \frac { { x }^{ 3 } + 1 }{ { (x } - 1)(x + 2) } is:

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\frac { 2x + 1 } { { (x } + 1)(x - 1) } is:

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Partial fraction of \frac { x + 2 }{ { (x } - 1)({ x }^{ 2 } + 2) } are of the form:

9 / 9

Partial fraction of \frac { x - 2 }{ { (x } - 1)({ x }^{ 2 } + 2) } are of the form:

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Unit 5
Sets and Functions

Practice MCQs Test No 1

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22

Class 10 Mathematics
Chapter 5
Practice MCQs Test No 1

1 / 10

The domain of R={(0,2),(2,3),(3,3),(3,4)} is:

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A ∩ A' =

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X-Y=?

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If A ⊆ B , then A - B is equal to

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The range of the relation R={(1,3),(2,2),(3,1),(4,4)} is:

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A function f:A→B is called _______ function if every element of the set B is an image of at least one element of the set A i.e. Range of f=B.

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If A ⊆ B , then A ∩ B is equal to

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If A ⊆ B, then A ∪ B is equal to

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If A and B are two disjoint sets, then A∪B is equal to:

10 / 10

If number of elements in set A is ‘3’ & in B is ‘2’, then number of binary relations in A×B is:

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Practice MCQs Test No 2

/8
19

Class 10 Mathematics
Chapter 5
Practice MCQs Test No 2

1 / 8

Point (-1,4) lies in the quadrant:

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A function f : A \rightarrow B is called Bijective function if function f is:

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If A has 3 elements and B has 2 elements, then number of all binary relations of A×B are:

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Point (-2,-3) lies in the quadrant:

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If A=N, B=Z then A ∩ B =

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The number of elements in power set {1,2,3} is:

7 / 8

The relation {(1,2),(2,3),(3,3),(3,4)} is:

8 / 8

Power set of an empty set:

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