0570 GCE Mathematics Paper 1 2022

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0570 Mathematics Paper 1 June 2022 Questions and Answers

Mathematics 1

0570

GENERAL CERTIFICATE OF EDUCATION BOARD

General Certificate of Education Examination

JUNE  2022 ORDINARY LEVEL

Centre Number
Centre Name	GCE Panel
Candidate Identification Number
Candidate Name

Source: Cameroon GCE Board | Compiled by GCE Panel

About This Paper

This paper covers algebra, geometry, trigonometry, probability, and number systems. It is ideal for revision and exam preparation.

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Question 1

Simplifying (-3 + 12) gives

A. -5

B. 3

C. 5

D. -3

Question 2

The arithmetic property for which 3 + 5 = 5 + 3 is

A. Associative

B. Distributive

C. Commutative

D. Additive

Question 3

The value of 4 in the number 37.49 is

A. 4 tenth

B. 4 tens

C. 4 hundreds

D. 4 units

Question 4

The H.C.F of 2a²b and ab is

A. a²b

B. 2a²b

C. ab

D. a²b²

Question 5

The number 80270 correct to one significant figure is

A. 80300

B. 80200

C. 81000

D. 80000

Question 6

Given that a dress is sold for 6000 FCFA and a profit of 20% made on it. The cost price in FCFA is

A. 5000

B. 4800

C. 7200

D. 12000

Question 7

An article is sold at a 20% profit on the cost price. The ratio of the cost price to the selling price is

A. 5 : 6

B. 6 : 5

C. 4 : 5

D. 5 : 4

Question 8

A map is drawn to a scale of 1:2000. The actual distance in meters, represented by 2.5cm on the map is

A. 5000

B. 500

C. 5

D. 50

Question 9

Expressing 0.32 as a fraction gives

A. 25/8

B. 16/5

C. 8/25

D. 4/125

Question 10

Given that the exchange rate of 1 US Dollar = 550 FCFA. Expressing 250 dollars in FCFA gives

A. 250000

B. 110000

C. 13750

D. 137500

Question 11

Given the sets M = {a, b, c} and N = {d, e}, then M ∩ N =

A. 0

B. { }

C. ∅

D. {0}

Question 12

A set P = {a, b} is called a

A. Doubleton

B. A dual set

C. Power set

D. Proper set

Question 13

Figure 1 is a Venn diagram, the universal set is

A. {2, 3, 4, 5}

B. {1}

C. {1, 2, 3, 4, 5}

D. {1, 3}

Question 14

The converse of the statement q → p is

A. p → q

B. ¬p → ¬q

C. ¬q → ¬p

D. q → p

Question 15

The mapping represented in figure 2 is

A. 1 – 1

B. 1 – many

C. many – 1

D. many – many

Question 16

A function f is defined as f(x) = 2x − 1. Find f(2)

A. 3

B. 5

C. -3

D. -5

Question 17

The inverse of the function f(x) = x² + x is

A. x²

B. 2 − x

C. x + 2

D. 2x

Question 18

Given the lines l₁: y = 3x + 4 and l₂: y = 6x + 8, then l₁ and l₂ are

A. Parallel

B. Perpendicular

C. Adjacent

D. Transversals

Question 19

The plane figure represented in figure 3 is

A. Rhombus

B. Kite

C. Quadrilateral

D. Trapezium

Question 20

An interior angle of a regular plane figure is 90°, the number of sides is

A. 6

B. 3

C. 4

D. 5

Question 21

A rectangular based pyramid has

A. Eight faces

B. Four faces

C. Six edges

D. Five vertices

Question 22

The angle marked x in figure 4 is

A. 100°

B. 80°

C. 30°

D. 70°

Question 23

Figure 5 is a rectangular farm of area 1000m² and a width of 20m, the length, in m is

A. 80

B. 60

C. 50

D. 40

Question 24

For any circle, the ratio of circumference to diameter is equal to

A. Radius (r)

B. π

C. Diameter

D. Chord

Question 25

Figure 6 is a cuboid of length 8cm, width 5cm and height 4cm. The volume of the cuboid in cm³ is

A. 17

B. 44

C. 72

D. 160

Question 26

The x-intercept of the line l: 2y + 5x = 10 is

A. -5

B. 5

C. -2

D. 2

Question 27

Given an equation of the line 2y + x = 3. The gradient of the line is

A. -1/2

B. 1/2

C. 2

D. -2

Question 28

In the equation 1 + 4x = 9, x is known as

A. A variable

B. An unknown

C. A solution

D. A constant

Question 29

Simplifying 6m² / 3m gives

A. 2m²

B. 3m

C. 2m

D. 3m²

Question 30

Expanding (x + 3)(x + 3) gives

A. x² + 3²

B. x² + 3x + 9

C. x² + 9x + 9

D. x² + 6x + 9

Question 31

Given that x = 3 and y = 2, the value of 2x − y is

A. 12

B. 0

C. -2

D. -1

Question 32

Given that 2ˣ = 8, the value of x is

A. 4

B. 3

C. 2

D. 6

Question 33

The inequality represented on the number line in figure 7 is

A. x > -3

B. x ≥ -3

C. x < -3

D. x ≤ -3

Question 34

The nth term, Tₙ of a sequence is 2n − 3, then the 4th term is

A. -4

B. 4

C. 5

D. 11

Question 35

Figure 8 is a network, the number of arcs is

A. 3

B. 2

C. 4

D. 5

Question 36

Figure 9 is a quadratic graph of y = f(x). The solution of f(x) = 0 is/are

A. 3

B. -1 and 3

C. -1

D. 1 and -3

Question 37

The trigonometric ratio which is positive in the 4th quadrant is

A. Cosine

B. Tangent

C. Sine

D. Cosecant

Question 38

Given the figure 10 is a right-angle triangle, the value of p is

A. 60

B. 169

C. 13

D. 17

Question 39

The value of tan 45° is

A. 2

B. 1/2

C. 1

D. √3

Question 40

Given that α = 2, then 3α =

A. 6

B. 5

C. 4

D. 3

Question 41

The magnitude of the vector 5i − 2j is

A. 3

B. √29

C. √21

D. 7

Question 42

Given that a = 3i + 4j and b = 3i + 2j, then a − b is

A. 6i + 6j

B. 2j

C. -2j

D. 3i + 3j

Question 43

A square matrix among the following is

A. 2 × 3 matrix

B. 3 × 2 matrix

C. 2 × 2 matrix

D. 1 × 3 matrix

Question 44

M is a 2 × 2 matrix. The determinant of M is

A. -10

B. 10

C. 3

D. -5

Question 45

The image of the point (3, 2) under the translation is

A. (1, 6)

B. (-6, 8)

C. (-5, 2)

D. (5, -2)

Question 46

The sum of all the angles of a sector representing the items in any pie chart is

A. 180°

B. 90°

C. 360°

D. 270°

Question 47

The range of the set of scores 3, 4, 1, 2, 5, 1, 8 is

A. 2

B. 7

C. 1

D. 8

Question 48

Given the set of scores 2, 2, 7, 8 and 6. The median score is

A. 7

B. 2

C. 5

D. 6

Question 49

The mean of the set of scores 3, 7, 2 and 8 is

A. 20

B. 5

C. 4

D. 6

Question 50

The probability of selecting a vowel from the word GOVERNANCE is

A. 2/5

B. 3/5

C. 3/10

D. 7/10

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What is GCE O Level Mathematics Paper 1 2022?

GCE O Level Mathematics Paper 1 (0570) 2022 is a multiple-choice exam testing algebra, geometry, trigonometry, and statistics without a calculator.

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