Mathematics 10 Past Papers 2016 MCQs Tests Federal Board

Mathematics 10 Past Papers 2016 MCQs Tests

Federal Board, FBISE Mathematics 10 MCQs Tests of 2016 Past Papers are available on this page. There are three Mathematics papers conducted in 2016, the one is taken within Pakistan and the second paper is an overseas paper and the third one is a Supplementary Paper. MCQs Tests for both papers are given below. Chapter-wise MCQs Tests of Mathematics 10 are available HERE.

Past Paper 2016 (Local)
Practice MCQs Test

/15

62

Class 10 Mathematics
Past Paper 2016 (Local)
Practice MCQs Test

1 / 15

If α,β are the roots of the equation px²+qx+r=0, then sum of roots 2α and 2β is:

(-q)/2p

(-q)/p

r/p

(-2q)/p

2 / 15

Radii of a circle are:

All unequal

Half of any chord

Double of the diameter

All equal

3 / 15

In a continued proportion a∶b∷b∶c, , ‘c’ is said to be _______ proportional to a and b.

Mean

Both A and B

Third

Fourth

4 / 15

Angle inscribed in a semi-circle is:

None of these

π/4

π/3

π/2

5 / 15

Two tangents drawn to a circle from a point outside it are of _______ length.

Double

Equal

Triple

Half

6 / 15

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

2²

2³

2⁸

2⁶

7 / 15

If a/b=c/d then Componendo property is:

a/(a+b)=c/(c+d)

(a-b)/b=(c-d)/d

ad/bc

a/(a-b)=c/(c-d)

8 / 15

Two linear factors of x²-15x+56 are:

(x-7)(x-8)

(x+7)(x+8)

(x+7)(x-8)

(x-7)(x+8)

9 / 15

If A⊆B then A∩B is equal to:

None of these

A

∅

B

10 / 15

cosec² θ - cot² θ = ?

cotθ

1

tan θ

-1

11 / 15

The most frequent occurring observation in a data set is called:

Arithmetic Mean

Harmonic Mean

Median

Mode

12 / 15

If an arc of a circle subtends a central angle of 60°, then the corresponding chord of the arc will make the central angle of:

20°

80°

60°

40°

13 / 15

Partial fraction of (x-2)/((x+1)(x²+2)) are of the form:

A/(x+1)+(Bx+C)/(x²+2)

A/(x+1)+B/(x²+2)

A/(x+1)+Bx/(x²+2)

(Ax+B)/(x+1)+C/(x²+2)

14 / 15

If b-4ac>0 , but not a perfect square then roots of ax²+bx+c=0 are:

Irrational

Imaginary

Rational

None of these

15 / 15

Sum of the deviation of variable X from its mean is always:

One

None of these

Same

Zero

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Past Paper 2016 (Overseas)
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26

Class 10 Mathematics
Past Paper 2016 (Overseas)
Practice MCQs Test

1 / 15

A line which has two points in common with a circle is called:

Sine of a circle

Tangent of a circle

Secant of a circle

Cosine of a circle

2 / 15

The third proportional of x² and y² is:

y⁴/x²

y²/x⁴

y²/x ²

x² y²

3 / 15

Mean is affected by change in:

Ratio

Origin

None of these

Value

4 / 15

3π/4 radians is equal to:

115°

30°

150°

135°

5 / 15

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

(a-b)/x=(x-y)/y

a/b=x/y

a/x=b/y

(a+b)/b=(x+y)/y

6 / 15

The mean of the squared deviations x_i observations from their arithmetic mean is called:

Range

Variance

None of these

Standard deviation

7 / 15

The nature of roots of equation ax²+bx+c=0, is determined by:

Product of roots

Sum of roots

Discriminant

Synthetic division

8 / 15

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

III

IV

II

I

9 / 15

If the two circles touch externally, then the distance between their centres is equal to:

None of these

Difference of their radii

Sum of their radii

Product of their radii

10 / 15

(2x+1)/((x+1)(x-1)) is:

An equation

A proper fraction

None of these

An improper fraction

11 / 15

The product of cube roots of unity is:

1

-1

3

0

12 / 15

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

B

A

BUA

∅

13 / 15

The solution set of 4x²-16=0 is:

{±4}

{4}

{2}

{±2}

14 / 15

Locus of a point in a plane equidistant from a fixed point is called:

Radius

Diameter

Circle

Circumference

15 / 15

The arcs opposite to incongruent central angles of a circle are always:

Congruent

Perpendicular

Incongruent

Parallel

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Past Paper 2016 (Supp)
Practice MCQs Test

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28

Class 10 Mathematics
Past Paper 2016 (Supp)
Practice MCQs Test

1 / 15

The nature of roots of the equation ax²+bx+c=0 is determined by:

Discriminant

Sum of the roots

Synthetic division

Product of the roots

2 / 15

Standard form of quadratic equation is:

ax²=bx ,a≠0

ax²=0 ,a≠0

ax²+bx+c=0 ,a≠0

bx+c=0 ,b≠0

3 / 15

Partial fraction of (x²+1)/((x+1)(x-1)) are of the form:

(Ax+B)/(x+1)+C/(x-1)

A/(x+1)+B/(x-1)

1+A/(x+1)+B/(x-1)

1+A/(x+1)+(Bx+C)/(x-1)

4 / 15

If A⊆B then A-B is equal to:

∅

B

B-A

A

5 / 15

If u/v=v/w= k, then:

u=v² k

u=w² k

u=wk²

u=vk²

6 / 15

The semi circumference and the diameter of a circle both subtend a central angle of:

360°

90°

270°

180°

7 / 15

The most frequent occurring observation in a data set is called:

Geometric Mean

Mode

Median

Harmonic Mean

8 / 15

The product of cube roots of unity is:

-1

3

1

0

9 / 15

The extent of variation between two extreme observations of a data set is measured by:

Average

Qualities

Variance

Range

10 / 15

Tangents drawn at the end points of the diameter of a circle are:

Parallel

Intersecting

Bisecting

Perpendicular

11 / 15

A line which has only one point in common with a circle is called:

Tangent of a circle

Cosine of a circle

Sine of a circle

Secant of a circle

12 / 15

Radii of a circle are:

All unequal

All equal

Half of any chord

Double of the diameter

13 / 15

The circle passing through the vertices of a triangle is known as:

Circumcircle

Incircle

Semicircle

Escribed circle

14 / 15

3π/4 radians is equal to:

135°

150°

30°

115°

15 / 15

A circle passes through the vertices of a right angled triangle ABC with mAC=3cm ,mBC=4cm and m∠C=90°. Radius of the circle is:

1.5cm

3.5cm

2.5cm

2.0cm

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