waec mathematics essay

Solved WAEC Mathematics Questions and Answers For 2023/2024 (Essay and Objectives)

The questions and answers for the Waec Mathematics 2023 exam have been released. The General Mathematics essay and objective paper for the West African Examination Council (WAEC) will now be written on Thursday, 1st June 2023.

WAEC Mathematics, WAEC Mathematics, WAEC Maths, WAEC Mathematics questions and answers, WAEC mathematics syllabus 2023, previous questions on mathematics, WAEC mathematics exhibition 2023, WAEC past questions pdf download.

Google searches for the above keywords are conducted by WAEC candidates. Here you will find WAEC Mathematics questions and answers.

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Here are the WAEC Mathematics questions and answers for 2023/2024. Are you a WAEC candidate? If you answered yes, this article will provide you with the WAEC Mathematics answers and the necessary strategies to excel on your WAEC exam.

The West African Senior School Certificate Examination Board (WASSCE) formulates and compiles the WAEC questions. Ensure that you observe the WAEC’s instructions

The WAEC Maths 2 (Essay) exam will begin at 9:30 am and last for 2 hours and thirty minutes, while the Waec Mathematics 1 (Objective) exam will begin at 3:00 pm and last for one hour and thirty minutes. In this post, you will find the WAEC Maths questions and answers 2023 for candidates who will be taking the examination based on questions from previous years.

The following questions and answers on WAEC Mathematics have been provided to assist candidates in comprehending the expected requirements for the WAEC Mathematics Examination.

Mathematics OBJ WAEC Answers

Scroll to the bottom to get the 2023 WAEC answers and refresh the page

The 2023 WAEC Mathematics Answers will be posted here during the examination WAEC Maths 2023 Answers Loading…

Note: The answers below are for 2022

1-10: ABBDBBBCAC

11-20: ABDDCCCBDD

21-30: ADCDBBCBCC

31-40: CCBCABBCCD

41-50: CDCBCADCBC

2023/2024 WAEC Mathematics Questions and Answers

Mathematics question and answer for the 2023 WAEC can be found at then of this post.

PAPER 2 [Essay]

Respond to any… inquiries. Write your answers in the supplied answer booklet.

1. (a) Solve: 7x + 4 < (4x + 3). (b) Salem, Sunday, and Shaka divided N 1,100 between them. For every N2.00 Salem receives, Sunday receives 50 kobo, and for every N4.00 Sunday receives, Shaka receives N2.00. Find Shaka’s share.

a) The angle of depression of a boat from the cliff’s midpoint is 35 degrees. Determine the height of the precipice if the boat is 120 metres from the base of the cliff.

(b) P and Q are x kilometres apart. Two motorists set out simultaneously from P to Q at 60 km/h and 80 km/h, respectively. The quicker driver arrived at Q thirty minutes before the other. Determine the worth of x.

3. (a) A child of height 1.2 m stands 6 m from the base of a vertical lamppost measuring 4.2 m in length. If the lantern is located at the top of the pole, depict this in a diagram.

(b) Determine the:

(i) the length of the boy’s shadow cast by the lamp; (ii) the angle of elevation of the lamp relative to the boy, rounded to the nearest degree.

4. (a) The current age ratio between a father and his son is 10:3. How many years from now, if the son is 15 years old, will the ratio of their ages be 2:1?

(b) The arithmetic mean of x, y, and z is 6, whereas it is 9 for x, y, z, t, u, v, and w. Determine the geometric mean of t, u, v, and w.

5. On the same horizontal ground, point H is 20 metres distant from the base of a tower. From point H, the elevation angles of point (P) on the tower and the tower’s apex (T) are 30o and 50o, respectively. Calculate and correct three figures of significance:

(a) /PT/; (b) The distance between H and the summit of the tower; (c) The location of H if H’s angle of depression from the top of the tower is to be 40 degrees.

GENERAL MATHEMATICS /MATHEMATICS (CORE) 1

Today’s WAEC Obj answers still loading…

Solutions to WAEC Mathematics Questions

1. Express, correct to three significant figures, 0.003597.

2 . Evaluate: (0.064)^-1/3

3 . Solve: y+1/2 – 2y-1/3 = 4

4. Simplify, correct to three significant figures, (27.63)^2 – (12.37)^2

5. If 7 + y = 4 ( mod 8), find the least value of y, 10<=y<=30

6. If T = (prime numbers) and

M = (odd numbers) are subsets of

U = (x: 0<x<=10, and x is an integer), find (T’ n M’).

A. (4, 6, 8, 10)

B. (1, 4, 6, 8, 10)

C. (1, 2, 4, 6, 8, 10)

D. (1, 2, 3, 5, 7, 8, 9)

7. Evaluate: log9 base 3 – log8 base 2 /log9 base 3

8. If 23 y = 1111 two , find the value of y.

9. If 6, P and 14 are consecutive terms in an Arithmetic Progression (A.P), find the value of P.

10. Evaluate: 2 (SQRT 28) – 3 (SQRT 50) + (SQRT 50)

A. 4 (SQRT 7) – 21 (SQRT 2)

B. 4 (SQRT 7) – 11 (SQRT 2)

C. 4 (SQRT 7) – 9 (SQRT 2)

D. 4 (SQRT 7) + (SQRT 2)

11. If m : n = 2 : 1, evaluate 3m^2 – 2n^2 /m^2 + mn

12. H varies directly as p and inversely as the square of y. If H = 1, p = 8 and y = 2, find H in terms of p and y

A. H = p /4y^2

B. H = 2p / y^2

C. H = p / 2 y^2

D. H = p / y^2

13. Solve 4x^2 – 16x + 15

A. X = 1 (1/2) or X = -2 (1/2)

B. X = 1 (1/2) or X = 2 (1/2)

C. X = 1 (1/2) or X = -1 (1/2)

D. X = -1 (1/2) or X = -2 (1/2)

14. Evaluate 0.42 divided by 2.5 /0.5 x 2.05, leaving the answer in standard form .

A. 1.639 x 10^2

B. 1.639 x 10^1

C. 1.639 x 10^-1

D. 1.639 x 10^-2

15. Simplify: log6 – 3log3 + 2/3log27.

16. Bala sold an article for 6,900.00 naira and made a profit of 15 percent. Calculate his percentage profit if he had sold for 6600.00.

A. 5 percent

B. 10 percent

C. 12 percent

D. 13 percent

17. If 3p = 4q and 9p = 8q-12, find the value of pq.

18. If (0.25)^y = 32, find the value of y.

A. y = -5/2

B. y = -3/2

19. There are 8 boys and 4 girls in a lift. What is the probability that the first person who steps out of the lift will be a boy?

20. Simplify: x^2 – 5x – 14 / x^2 – 9x + 14

A. X – 7 /x + 7

B. X + 7 /x – 7

C. X – 2 /x + 4

D. X + 2 /x – 2

21. Which of these values would make 3p – 1 /p^2 – p undefined?

22. The total surface area of a solid cylinder is 165 cm 2 . If the base diameter is 7 cm, calculate its height. (Take pi = 22/7)

23 . If 2^a = SQRT(64) and b/a = 3, evaluate a^2 + b^2.

24. In triangle XYZ, line XZ = 32 cm, angle YXZ = 52 degrees and XZY = 90 degrees. Find, correct to the nearest centimeter, line XZ.

25. If log 2 base x = 0.3, evaluate log 8 base x.

26. An arc subtends an angle of 72 degrees at the centre of a circle. Find the length of the arc if the radius of the circle is 3.5 cm. (Take pi = 22/7)

27. Make b the subject of the relation

lb = 1/2(a+b)h

A. ah /2l – h

B. 2l – h/al

C. al/2l – h

D. al/2 – h

29. Eric sold his house through an agent who charged 8 percent commission on the selling price. If Eric received 117,760.00 dollars after the sale, what was the selling price of the house?

A. 130,000.00 dollars

B. 128,000.00 dollars

C. 125,000.000 dollars

D. 120,000.00 dollars

29. Find the angle which an arc of length 22 cm subtends at the centre of a circle of radius 15 cm. (take pi = 22/7)

A. 70 degrees

B. 84 degrees

C. 96 degrees

D. 156 degrees

30. A rectangular board has a length of 15 cm and width x cm. If its sides are doubled, find its new area.

A. 60x cm squared

B. 45x cm squared

C. 30x cm squared

D. 15x cm squared

31. In the diagram, POS and ROT are straight lines. OPQR is a parallelogram, line OS = line OT and angle OST = 50 degrees. Calculate the value of angle OPQ.

A. 100 degrees

B. 120 degrees

C.140 degrees

D. 160 degrees

32. Factorize completely: (2x + 2y)(x-y) + (2x – 2y)(x + y)

A. 4(x – y)(x + y)

B. 4(x – y)

C. 2(x – y) (x + y)

D. 2(x – y)

33. The interior angles of a polygon are 3x, 2x, 4x, 3x and 6x. Find the size of the smallest angle of the polygon.

A. 80 degrees

B. 60 degrees

C. 40 degrees

D. 30 degrees

34. A box contains 2 white and 3 blue identical balls. If two balls are picked at random from the box, one after the other with replacement, what is the probability that they are of different colours?

35. Find the equation of a straight line passing through the points (1, -5) and having gradient of ¾.

A. 3x + 4y – 23 = 0

B. 3x + 4y + 23 = 0

C. 3x – 4y + 23 = 0

D. 3x – 4y – 23 = 0

36. The foot of a ladder is 6 m from the base of an electric pole. The top of the ladder rest against the pole at a point 8 m above the ground. How long is the ladder?

37. If tan x = 3/4, 0<x<90,

evaluate cos x/2sin x

38. From the top of a vertical cliff 20 m high , a boat at sea can be sighted 75 m away and on the same horizontal position as the foot of the cliff. Calculate, correct to the nearest degree, the angle of depression of the boat from the top of the cliff.

A. 56 degrees

B. 75 degrees

C. 16 degrees

D. 15 degrees

39. In the diagram, O is the centre of the circle of radius 18 cm. If angle ZXY = 70 degrees, calculate the length of arc ZY. (Take pi = 22/7)

In the diagram, RT is tangent to the circle at R, angle PQR = 70 degrees, angle QRT = 52 degrees, angle QSR = y and angle PRQ = x. Use the diagram to answer questions 40 and 41

40. Find the value of y.

B. 60 degree

C. 52 degree

D. 18 degree

41. Calculate the value of x

B. 58 degrees

C. 55 degrees

D. 48 degrees

42. Calculate the variance of 2, 4, 7, 8, 9

43. The fourth term of an Arithmetic Progression (A.P.) is 37 and the first term is -20. Find the common difference.

In the diagram, PQ is parallel to RS, angle QFG = 105 degrees and angle FEG = 50 degrees. Use the diagram to answer questions 44 and 45.

44. Find the value of m

A. 130 degrees

B. 105 degrees

C. 75 degrees

D. 55 degrees

45. Find the values of n

A. 40 degrees

B. 55 degrees

D. 130 degrees

46. A box contains 5 red, 6 green and 7 yellow pencils of the same size. What is the probability of picking a green pencil at random?

47. The pie chart represents fruits on display in a grocery shop. If there are 60 oranges on display, how many apples are there?

The following are scores obtained by some students in a test.

8 18 10 14 18 11 13 14 17 15 8 16 13

Use this information to answer questions 48 to 50

48. Find the mode of the distribution

49. Find the median score.

50. How many students scored above the mean score?

Are the WAEC objective questions difficult? Let’s quickly move to the Solutions of 2020/2021 WAEC Mathematics Questions

The two zeros before 3 are not counted since they are not between whole numbers

0.064^(-1/3) = 5/2

3 . y+1/2 – 2y-1/3 = 4

Multiply through by 6

3y + 3 – 4y + 2 = 24

Collecting like terms

6. U = (1, 2, 3, 4, 5, 6, 7, 8, 9, 10)

T = (2, 3, 5, 7)

M = (1, 3, 5, 7, 5)

(T’ n M’) = the numbers in the union set U but not in T and M

(T’ n M’) = (4, 6, 8, 10)

7. Log9 base 3 – log 8 base 2 / log 9 base 3

Log3^2 base 3 – log2^3 base 2 / log 3^2

2log3 base 3 – 3log2 base 2 / 2log3 base 3

Log3 base 3 = 1

Log 2 base = 1

Reason : Log to its own base is 1

This implies:

2 -3 /2 = -1/2

8. Convert both sides to base ten

2xy^1 + 3Xy^0 = 1×2^3 + 1×2^2 + 1x 2^1 + 1×2^0

2y +3 = 8 + 4 + 2 + 2 + 1

2y + 3 = 15

Y = 12/2 = 6

9. 6, p, 14

First term a = 6, third term = 14

Number of terms of A.P = a + (n-1)d

T3 =14 = a + 2d

6 + 2d = 14

Common difference d = 14

P = second term

T2 = a + d = 6 + 4 = 10

10. 4 SQRT(7) – 15 SQRT(2) + 6 SQRT(2)

4 SRT(7) – 9 SRT(2)

11 . m/n = 2/1

3(2n)^2 – 2n^2 / 2n^2 +2n^2

12n^2 – 2n^2 / 4n^2 + 2n^2 = 10n^2/6n^2

12. H = kp / y^2 where k = constant, H = 1, p = 8, y = 2

k = Hy^2 /p = 4×1/8 = ½

13. Factorizing:

(4x^2 -6x)(-10x +15)

2x(2x – 3)-5(2x – 3)

2x-5 = 0 or 2x-3 = 0

X = 5/2 or x = 3/2

16. 15 percent profit = 115 = 6,900 naira

Let the percent Bala sold the article at 6600 naira = x

115 = 6,900

Cross multiplying

6900x = 759000

X = 110 percent

The percentage profit if he had sold it at 6600 naira = 110 – 100

= 10 percent

17. 3p = 4q

9p = 8q – 12

8q – 12 -(36q/3)

24q – 36 – 36q

p = -4, pq = -3x-4 = 12

18. (0.25)^y = 32

(1/4)^y = 32

20. (x-7)(x+2)/ (x+7)(x+2) = (x-7) / (x+7)

21. 3p – 1/p^2 -p

It will be undefined when the denominator p^2 – p = 0

therefore, p = 1 would make it zero

T.S.A = 165 cm^2

T.S.A = 2pirh + 2pir^2

165 -2x(22/7)x3.5^2 = 2x(22/7) x3.5h

165 – 77 = 22h,

Are you enjoying the Solutions to WAEC Mathematics Questions ? Let’s continue .

23. 2^a = SQRT(64)

but b/a = 3

therefore, b = 3a = 3×3 = 9

a^2 + b^2 = 3^2 + 9^2 = 90

24. Angle XYZ = 180 – (90+52)

180-142 = 38 degrees

From sin rule,

XZ/sin38 = 32/sin52

26. tita = 72

arc length = 2pir(tita/360)

arc length = 2x( 22/7 )x3.5x(72/360) = 4.4 cm

27. 2lb = (a+b)h

2lb = ah + bh

2lb- bh = ah

b(2l-h) = ah

b = ah/2l-h

28. agent commission = 8 percent

percentage received by eric = 100 – 8 = 92

let the selling price be x

92x/100 = 117760

x = 11776000/92

x = 128000.00 dollars

29. arc length = 2pir(tita/360)

22 = 2×22/7x15xtita/360

tita = 55440/660

tita = 84 degrees

if its sides are doubled,

area = 30* 2x = 60x cm^2

31. A 32. A 33. B 34. D 35. D 36. C 37. D 38. D 39. C 40. C 41. B 4 2. C 43. C 44. D 45. C 4 6 A 47. A 48. C 49. C 50. A

These questions and solutions are WAEC practice questions to get you prepared for your 2023/2024 WAEC Mathematics Questions .

WAEC Maths Essay and Objective 2023 (EXPO)

The above questions are not exactly 2023 WAEC Mathematics questions and answers but likely WAEC Maths repeated questions and answers.

These questions are for practice. The 2023 WAEC Mathematics expo will be posted on this page 30 minutes before the WAEC Mathematicsexamination starts. Keep checking and refreshing this page for the answers.

This post will be updated as soon as 2023/2024 WAEC Mathematics Questions are out.

What you will see won’t be far from the ones above. I had taken quality time to bring down the solution to a layman’s understanding .

WAEC Mathematics Questions and Answers 2023 Loading…

Objectives Loading…

What you will see won’t be far from the ones above. I had taken quality time to bring down the solution to a layman’s understanding.

If you have questions about WAEC Mathematics questions and answers, use the comment box and you will be attended to as soon as possible. Goodluck.

READ ALSO: Join FREE WAEC Tutorial WhatsApp Group For All Aspirants 2023

2023/2024 WAEC GCE Mathematics (ESSAY & OBJ) Questions And Answers (25th November 2023)

Table of Contents

(25th November 2023) 2023/2024 WAEC GCE Mathematics (ESSAY & OBJ) Questions And Answers.

Waec gce 2023 mathematics (essay & obj) questions and answers.

Gce Mathematics Past QuestionsGce Mathematics Past Questions And Answer PdfGce Maths Past Questions Pdf2023 Waec Gce Mathematics Questions and answerGce Maths Past PaperGce Maths Past Questions 2018Waec Gce Mathematics Past QuestionsNeco Gce Mathematics Past QuestionsGce Further Mathematics Past QuestionsNeco Gce Mathematics Past Questions2020 Waec Gce Mathematics Questions and answers.Neco Gce Mathematics Past Questions and Answers

Waec GCE 2023 Mathematics (ESSAY & OBJ)

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PAST WAEC GCE MATHEMATICS ESSAY AND OBJ ANSWERS

Section I [Objective] Answer all questions in Part I.Write your answers on the answer booklet provided.

MATHEMATICS ESSAY-ANSWERS

Question 1.

In the diagram, L.PTQ = L.PSR = 900, /PQ/ = 10 ern, /PS/ = 14.4 cm and /TQ/ = 6 cm.

Calculate the area of quadrilateral QRST.

(b) Two opposite sides of a square are each decreased by 10% while the other two are each increased by 15% to form a rectangle. Find the ratio of the area of the rectangle to that of the square.

Math GCE Observation.

We advise that students should always remember to apply the concept of similar triangles correctly.

Furthermore, students should try and recognize the quadrilateral as a trapezium, this will help in finding its area.

Part (b) Candidates were expected to show that:

/PT/ = …./102 – 62 = 8 cm. m: =!J2L i.e ~ = 14.4.Hence, /SR/ = 10.8 cm.

/TO/ /SR/ 6 /SR/

Area of quadrilateral QRST = Yz (6 + 10.8) x 6.4 = 53.76 cm2. Don't subtract the area of triangle PQT from triangle PRS.

This was also in order. In part (b) if the side of the square was y, then new breadth = 90 x y = 0.9 y .

New length = 115 x Y = 1.15y. New area = 1.15y x 0.9y = 1.035/.

Hence, ratio = 1.035y² : y² = 1.035 : 1 or 207:200 .

In a class of 40 students, 18 passed Mathematics, 19 passed Accounts, 16 passed Economics, 5 passed Mathematics and Accounts only, 6 passed Mathematics only, 9 passed Accounts only, 2 Accounts and Economics only. If each student offered at least one of the subjects, (a) How many students failed in all the subjects? (b) Find the percentage number who failed in at least one of Economics and Mathematics. (c) Calculate the probability that a student selected at random failed in Accounts.

Question 2.

(a) Copy and complete the table of values for the relation V = -X² + X + 2 for -3 ≤ x ≥ 3.

(b) Using scales of 2 cm to 1 unit on the x-axis and 2 cm to 2 units on the v-axis, draw a graph of the relation

y = -X² + X + 2.

(i)Minimum value of y;

(ii)Roots of the equation X² – x -2 = 0;

(iii)Gradient of the curve at x = -0.5.

3. (a) P varies directly as Q and inversely as the square of R. If P = 1 when Q = 8 and R = 2, find the value of Q when P = 3 and R = 5. (b) An aeroplane flies from town A(20oN, 60oE) to town B(20oN, 20oE). (i) If the journey takes 6 hours, calculate, correct to 3 significant figures, the average speed of the aeroplane. (ii) If it then flies due north from town B to town C, 420 km away, calculate, correct to the nearest degree, the latitude of town C. [Take radius of the earth = 6400 km and π = 3.142]

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WASSCE / WAEC Core / General Mathematics Past Questions

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The West African Senior School Certificate Examination (WASSCE) is a type of standardized test taken in West Africa, mostly by students who wish to proceed to the higher institution. It is administered by the West African Examination Council (WAEC).

It is only offered to candidates residing in Anglophone West African countries namely: Ghana, Gambia, Nigeria, Liberia and Sierra Leone and is written 2 times a year ( May/June and Nov/Dec).

The WASSCE tests candidates according to the topics on the WAEC syllabus.

The contents in each WASSCE General Mathematics question paper (for a specific year) is usually similar from one country to another. Questions on the WASSCE General Mathematics theory section may be specified to be answered by candidates from a particular country and this happens mostly in the theory section.

A WASSCE question paper on a particular subject may be entirely cancelled and changed in a region when the West African Examination Council (WAEC) heading that region suspects a leakage of examination papers before the start of the exam.

Benefits of regular WAEC past questions practice

Speed: Regular practice of our WASSCE Core Mathematics past questions makes you faster on the exam day. It’s no secret that questions on the WASSCE for each particular subject are usually similar to questions in previous years since they’re from the same WAEC syllabus . WAEC also sometimes repeats questions word-for-word.

Exposure: Regular practice exposes you to your weaknesses and gives you a chance to better yourself before the exam.

Decreases chances of anxiety: Regular and efficient practice improves your confidence before the exam.

These and many more are some of the beautiful benefits of practising WASSCE Core Mathematics past questions.

So it’s important you make it a habit to regularly practice with the past question papers. There’s no doubt that this would help you achieve the grades you desire on the WASSCE on the long run.

Don’t just focus only on the WAEC past questions we provide on this page. We also have other WASSCE related resources that will be of great help to you.

Below this section are the General Mathematics WASSCE / WAEC past questions we have for now. Feel free to use them in accordance to the rules stated on this page and our Terms of Service .

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WAEC Mathematics Past Questions | FREE DOWNLOAD

WAEC Mathematics Questions – Free WASSCE past questions for Mathematics.

Here is collection of Mathematics past examination questions to assist you with your studies for the West African Senior School Certificate Examination ( WASSCE ) for both School and GCE candidates.

If you are in your last stage of Secondary School Education (May/June) or not in the School system (GCE), the importance of using old exam papers in preparing for your West African Senior School Certificate Examination ( WASSCE ), cannot be over emphasised. By using past exam papers as part of your preparation, you can find out what you already know. By the same token you also find out what you do not know well enough or don’t know at all.

See: WAEC Timetable for May/June Candidates and WAEC Timetable for GCE Candidates .

What is more, the WAEC past questions for Mathematics can also be used as an organisational tool to manage your time better, as you can plan according to each section of the paper.

As a matter of fact, revision is more better than memorising facts and going over notes. You can practise for your Mathematics WAEC Exam by answering real questions from past papers. This will give you a better chance of passing.

WAEC Past Questions for Mathematics

Click on the year you want to start your revision.

Mathematics Paper 2013 .
General Mathematics Paper 2,May/June. 2007 – With Answers
General Mathematics Paper 2,May/June. 2008 – With Answers
General Mathematics Paper 2,Nov/Dec. 2007 – With Answers
General Mathematics Paper 2, May/June 2009 – With Answers
General Mathematics Paper 2, May/June 2010 – With Answers
General Mathematics Paper 2, Nov/Dec 2008 – With Answers
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WAEC GCE Mathematics Question and Answers 2023: Objective “OBJ” And Essay

The West African Examination Council (WAEC) is set to administer the General Mathematics examination for external candidates of the GCE (General Certificate Examination) in 2023. This article aims to provide candidates with a comprehensive guide to the WAEC GCE Mathematics questions and answers for both the objective and essay sections. It is important to note that this article is not an exam expo or a means to obtain live question papers before the exam. Instead, it serves as a revision guide using likely exam questions from past WAEC Maths papers.

Exam Format and Schedule

The WAEC GCE Mathematics examination will consist of two papers: Paper 1, which is the objective section, and Paper 2, which is the essay section. Here is the schedule for the 2023 WAEC GCE Mathematics exam:

Paper 2 (Essay): This paper will start at 9:30 am and last for 2 hours 30 minutes.
Paper 1 (Objective): This paper will commence at 2:00 pm and last for 1 hour 30 minutes.

It is crucial for candidates to be familiar with the exam format and schedule to manage their time effectively during the examination.

Note: This article is not a means to obtain live question papers or engage in exam malpractice. All information provided is based on past questions and serves as a revision guide.

Sample Objective “OBJ” Questions

In the objective “OBJ” section of the WAEC GCE Mathematics exam, candidates will be required to shade their answers in the provided answer booklet. Here are some sample objective questions that candidates may encounter:

C. -2cos^2θ
D. -2sin^2θ

Candidates should thoroughly practice objective questions like these to improve their speed and accuracy in answering them.

Sample Essay Questions

The essay section of the WAEC GCE Mathematics exam requires candidates to write their answers in the provided answer booklet. Here are some sample essay questions that candidates may encounter:

(a) Solution:
(b) Solution:

Candidates should practice solving essay questions like these to develop their problem-solving skills and enhance their understanding of mathematical concepts.

Tips for Success in the WAEC GCE Maths Exam

To excel in the WAEC GCE Maths exam, candidates should consider the following tips:

Familiarize yourself with the exam format and schedule to effectively manage your time during the examination.
Practice solving a wide range of objective and essay questions from past papers to improve your problem-solving skills and speed.
Review and revise key mathematical concepts, formulas, and techniques.
Seek clarification on any topics or concepts you find challenging.
Develop a study schedule and allocate sufficient time for each topic.
Work on improving your speed and accuracy in solving mathematical problems.
Take advantage of online resources, tutorials, and study materials to supplement your preparation.
Practice mental calculations and develop shortcuts for solving problems efficiently.
Review your answers carefully before submitting the answer booklet.
Stay calm and confident during the exam, and trust in your preparation.

Remember, the WAEC GCE Mathematics exam is an opportunity to demonstrate your understanding and application of mathematical concepts. With diligent preparation and consistent practice, you can achieve success in the exam.

Best of luck in your preparation and the upcoming WAEC GCE Maths exam!

Do not fall victim to scammers promising access to exam papers. Stay focused, study diligently, and believe in your abilities.

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WAEC mathematics past questions & answers PDF (free download)

Download a PDF copy of WAEC past questions and answers on mathematics, for free.

This past question is for candidates preparing for the West African Examinations Council (WAEC).

Mathematics is a must-pass subject, especially if you are a science student. This does not mean that other students who are not in sciences should not take it seriously, because most courses at higher institutions make mathematics a prerequisite.

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Update : Now you can study and complete WAEC Past Questions and Answers for FREE at EduPadi Classroom .

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WAEC Mathematics Questions and Answers For 2023/2024 (Essay and Objectives)

WAEC Mathematics, WAEC Mathematics , WAEC Maths, WAEC Mathematics questions and answers, WAEC mathematics syllabus 2023, past questions on mathematics, WAEC mathematics expo 2023, WAEC past questions pdf download

The above keywords are searched by WAEC candidates on google. I will show you WAEC Mathematics questions and answers here.

WAEC Mathematics questions and answers for 2023/2024 are here. Are you a WAEC candidate? If your answer is yes, this post will show you the WAEC Mathematics answers and the tricks you need to excel in your WAEC exam.

WAEC questions are set and compiled by the West African Senior School Certificate Examination Board (WASSCE). Make sure you follow the instructions provided by WAEC

Table of Contents

GENERAL MATHEMATICS/MATHEMATICS (CORE) 1

OBJECTIVE TEST

2023/2024 WAEC Mathematics Questions and Answers

Symbols used:

^ means raise to power / division

SQRT means square root

Scroll to the bottom to get the 2023 WAEC answers and refresh the page

The 2023 WAEC Mathematics Answers will be posted here on 1st June during the examination. WAEC Maths 2023 Answers Loading…

WAEC Maths OBJ Answers Loading…

1-10: BCCCBDCBCD

11-20: BACBDCACBA

21-30: BCCABBCCAB

31-40: ABBBACBACA

41-50: AABCCAACDC

————————————————————————————————————-

WAEC Practice Questions

Solutions to WAEC Mathematics Questions

1. Express, correct to three significant figures, 0.003597.

A. 0.359

2 . Evaluate: (0.064)^-1/3

3 . Solve: y+1/2 – 2y-1/3 = 4

4. Simplify, correct to three significant figures, (27.63)^2 – (12.37)^2

5. If 7 + y = 4 ( mod 8), find the least value of y, 10<=y<=30

6. If T = (prime numbers) and

M = (odd numbers) are subsets of

U = (x: 0<x<=10, and x is an integer), find (T’ n M’).

A. (4, 6, 8, 10)

B. (1, 4, 6, 8, 10)

C. (1, 2, 4, 6, 8, 10)

D. (1, 2, 3, 5, 7, 8, 9)

7. Evaluate: log9 base 3 – log8 base 2 /log9 base 3

8. If 23 y = 1111 two , find the value of y.

9. If 6, P and 14 are consecutive terms in an Arithmetic Progression (A.P), find the value of P.

10. Evaluate: 2 (SQRT 28) – 3 (SQRT 50) + (SQRT 50)

A. 4 (SQRT 7) – 21 (SQRT 2)

B. 4 (SQRT 7) – 11 (SQRT 2)

C. 4 (SQRT 7) – 9 (SQRT 2)

D. 4 (SQRT 7) + (SQRT 2)

11. If m : n = 2 : 1, evaluate 3m^2 – 2n^2 /m^2 + mn

12. H varies directly as p and inversely as the square of y. If H = 1, p = 8 and y = 2, find H in terms of p and y

A. H = p /4y^2

B. H = 2p / y^2

C. H = p / 2 y^2

D. H = p / y^2

13. Solve 4x^2 – 16x + 15

A. X = 1 (1/2) or X = -2 (1/2)

B. X = 1 (1/2) or X = 2 (1/2)

C. X = 1 (1/2) or X = -1 (1/2)

D. X = -1 (1/2) or X = -2 (1/2)

14. Evaluate 0.42 divided by 2.5 /0.5 x 2.05, leaving the answer in standard form.

A. 1.639 x 10^2

B. 1.639 x 10^1

C. 1.639 x 10^-1

D. 1.639 x 10^-2

15. Simplify: log6 – 3log3 + 2/3log27.

16. Bala sold an article for 6,900.00 naira and made a profit of 15 percent. Calculate his percentage profit if he had sold for 6600.00.

A. 5 percent

B. 10 percent

C. 12 percent

D. 13 percent

17. If 3p = 4q and 9p = 8q-12, find the value of pq.

18. If (0.25)^y = 32, find the value of y.

A. y = -5/2

B. y = -3/2

19. There are 8 boys and 4 girls in a lift. What is the probability that the first person who steps out of the lift will be a boy?

20. Simplify: x^2 – 5x – 14 / x^2 – 9x + 14

A. X – 7 /x + 7

B. X + 7 /x – 7

C. X – 2 /x + 4

D. X + 2 /x – 2

21. Which of these values would make 3p – 1 /p^2 – p undefined?

22. The total surface area of a solid cylinder is 165 cm 2 . If the base diameter is 7 cm, calculate its height. (Take pi = 22/7)

23 . If 2^a = SQRT(64) and b/a = 3, evaluate a^2 + b^2.

24. In triangle XYZ, line XZ = 32 cm, angle YXZ = 52 degrees and XZY = 90 degrees. Find, correct to the nearest centimeter, line XZ.

25. If log 2 base x = 0.3, evaluate log 8 base x.

26. An arc subtends an angle of 72 degrees at the centre of a circle. Find the length of the arc if the radius of the circle is 3.5 cm. (Take pi = 22/7)

27. Make b the subject of the relation

lb = 1/2(a+b)h

A. ah /2l – h

B. 2l – h/al

C. al/2l – h

D. al/2 – h

29. Eric sold his house through an agent who charged 8 percent commission on the selling price. If Eric received 117,760.00 dollars after the sale, what was the selling price of the house?

A. 130,000.00 dollars

B. 128,000.00 dollars

C. 125,000.000 dollars

D. 120,000.00 dollars

29. Find the angle which an arc of length 22 cm subtends at the centre of a circle of radius 15 cm. (take pi = 22/7)

A. 70 degrees

B. 84 degrees

C. 96 degrees

D. 156 degrees

30. A rectangular board has a length of 15 cm and width x cm. If its sides are doubled, find its new area.

A. 60x cm squared

B. 45x cm squared

C. 30x cm squared

D. 15x cm squared

31. In the diagram, POS and ROT are straight lines. OPQR is a parallelogram, line OS = line OT and angle OST = 50 degrees. Calculate the value of angle OPQ.

A. 100 degrees

B. 120 degrees

C.140 degrees

D. 160 degrees

32. Factorize completely: (2x + 2y)(x-y) + (2x – 2y)(x + y)

A. 4(x – y)(x + y)

B. 4(x – y)

C. 2(x – y) (x + y)

D. 2(x – y)

33. The interior angles of a polygon are 3x, 2x, 4x, 3x and 6x. Find the size of the smallest angle of the polygon.

A. 80 degrees

B. 60 degrees

C. 40 degrees

D. 30 degrees

35. Find the equation of a straight line passing through the points (1, -5) and having gradient of ¾.

A. 3x + 4y – 23 = 0

B. 3x + 4y + 23 = 0

C. 3x – 4y + 23 = 0

D. 3x – 4y – 23 = 0

36. The foot of a ladder is 6 m from the base of an electric pole. The top of the ladder rest against the pole at a point 8 m above the ground. How long is the ladder?

37. If tan x = 3/4, 0<x<90,

evaluate cos x/2sin x

38. From the top of a vertical cliff 20 m high, a boat at sea can be sighted 75 m away and on the same horizontal position as the foot of the cliff. Calculate, correct to the nearest degree, the angle of depression of the boat from the top of the cliff.

A. 56 degrees

B. 75 degrees

C. 16 degrees

D. 15 degrees

39. In the diagram, O is the centre of the circle of radius 18 cm. If angle ZXY = 70 degrees, calculate the length of arc ZY. (Take pi = 22/7)

In the diagram, RT is tangent to the circle at R, angle PQR = 70 degrees, angle QRT = 52 degrees, angle QSR = y and angle PRQ = x. Use the diagram to answer questions 40 and 41

40. Find the value of y.

B. 60 degree

C. 52 degree

D. 18 degree

41. Calculate the value of x

B. 58 degrees

C. 55 degrees

D. 48 degrees

42. Calculate the variance of 2, 4, 7, 8, 9

43. The fourth term of an Arithmetic Progression (A.P.) is 37 and the first term is -20. Find the common difference.

In the diagram, PQ is parallel to RS, angle QFG = 105 degrees and angle FEG = 50 degrees. Use the diagram to answer questions 44 and 45.

44. Find the value of m

A. 130 degrees

B. 105 degrees

C. 75 degrees

D. 55 degrees

45. Find the values of n

A. 40 degrees

B. 55 degrees

D. 130 degrees

46. A box contains 5 red, 6 green and 7 yellow pencils of the same size. What is the probability of picking a green pencil at random?

47. The pie chart represents fruits on display in a grocery shop. If there are 60 oranges on display, how many apples are there?

The following are scores obtained by some students in a test.

8 18 10 14 18 11 13 14 17 15 8 16 13

Use this information to answer questions 48 to 50

48. Find the mode of the distribution

49. Find the median score.

50. How many students scored above the mean score?

Are the WAEC objective questions difficult? Let’s quickly move to the Solutions of 2020/2021 WAEC Mathematics Questions

The two zeros before 3 are not counted since they are not between whole numbers

0.064^(-1/3) = 5/2

3 . y+1/2 – 2y-1/3 = 4

Multiply through by 6

3y + 3 – 4y + 2 = 24

Collecting like terms

6. U = (1, 2, 3, 4, 5, 6, 7, 8, 9, 10)

T = (2, 3, 5, 7)

M = (1, 3, 5, 7, 5)

(T’ n M’) = the numbers in the union set U but not in T and M

(T’ n M’) = (4, 6, 8, 10)

7. Log9 base 3 – log 8 base 2 / log 9 base 3

Log3^2 base 3 – log2^3 base 2 / log 3^2

2log3 base 3 – 3log2 base 2 / 2log3 base 3

Log3 base 3 = 1

Log 2 base = 1

Reason : Log to its own base is 1

This implies:

2 -3 /2 = -1/2

8. Convert both sides to base ten

2xy^1 + 3Xy^0 = 1×2^3 + 1×2^2 + 1x 2^1 + 1×2^0

2y +3 = 8 + 4 + 2 + 2 + 1

2y + 3 = 15

Y = 12/2 = 6

9. 6, p, 14

First term a = 6, third term = 14

Number of terms of A.P = a + (n-1)d

T3 =14 = a + 2d

6 + 2d = 14

Common difference d = 14

P = second term

T2 = a + d = 6 + 4 = 10

10. 4 SQRT(7) – 15 SQRT(2) + 6 SQRT(2)

4 SRT(7) – 9 SRT(2)

11 . m/n = 2/1

3(2n)^2 – 2n^2 / 2n^2 +2n^2

12n^2 – 2n^2 / 4n^2 + 2n^2 = 10n^2/6n^2

Answer: B

12. H = kp / y^2 where k = constant, H = 1, p = 8, y = 2

k = Hy^2 /p = 4×1/8 = ½

13. Factorizing:

(4x^2 -6x)(-10x +15)

2x(2x – 3)-5(2x – 3)

2x-5 = 0 or 2x-3 = 0

X = 5/2 or x = 3/2

16. 15 percent profit = 115 = 6,900 naira

Let the percent Bala sold the article at 6600 naira = x

115 = 6,900

Cross multiplying

6900x = 759000

X = 110 percent

The percentage profit if he had sold it at 6600 naira = 110 – 100

= 10 percent

17. 3p = 4q

9p = 8q – 12

8q – 12 -(36q/3)

24q – 36 – 36q

p = -4, pq = -3x-4 = 12

18. (0.25)^y = 32

(1/4)^y = 32

20. (x-7)(x+2)/ (x+7)(x+2) = (x-7) / (x+7)

21. 3p – 1/p^2 -p

It will be undefined when the denominator p^2 – p = 0

therefore, p = 1 would make it zero

T.S.A = 165 cm^2

T.S.A = 2pirh + 2pir^2

165 -2x(22/7)x3.5^2 = 2x(22/7) x3.5h

165 – 77 = 22h,

Are you enjoying the Solutions to WAEC Mathematics Questions ? Let’s continue .

23. 2^a = SQRT(64)

but b/a = 3

therefore, b = 3a = 3×3 = 9

a^2 + b^2 = 3^2 + 9^2 = 90

24. Angle XYZ = 180 – (90+52)

180-142 = 38 degrees

From sin rule,

XZ/sin38 = 32/sin52

26. tita = 72

arc length = 2pir(tita/360)

arc length = 2x( 22/7 )x3.5x(72/360) = 4.4 cm

27. 2lb = (a+b)h

2lb = ah + bh

2lb- bh = ah

b(2l-h) = ah

b = ah/2l-h

28. agent commission = 8 percent

percentage received by eric = 100 – 8 = 92

let the selling price be x

92x/100 = 117760

x = 11776000/92

x = 128000.00 dollars

29. arc length = 2pir(tita/360)

22 = 2×22/7x15xtita/360

tita = 55440/660

tita = 84 degrees

if its sides are doubled,

area = 30* 2x = 60x cm^2

31. A 32. A 33. B 34. D 35. D 36. C 37. D 38. D 39. C 40. C 41. B 4 2. C 43. C 44. D 45. C 4 6 A 47. A 48. C 49. C 50. A

These questions and solutions are WAEC practice questions to get you prepared for your 2023/2024 WAEC Mathematics Questions .

WAEC Maths Essay and Objective 2023 (EXPO)

The above questions are not exactly 2023 WAEC Mathematics questions and answers but likely WAEC Maths repeated questions and answers.

These questions are for practice. The 2023 WAEC Mathematics expo will be posted on this page 30 minutes before the WAEC Mathematics examination starts. Keep checking and refreshing this page for the answers.

This post will be updated as soon as 2023/2024 WAEC Mathematics Questions are out.

What you will see won’t be far from the ones above. I had taken quality time to bring down the solution to a layman’s understanding.

WAEC Mathematics Questions and Answers 2023 Loading…

Objectives Loading…

If you have questions about WAEC Mathematics questions and answers, use the comment box and you will be attended to as soon as possible. Good luck.

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2024 WAEC Mathematics Answers Released – See Waec Maths Questions for Objectives & Essay Here.

The waec mathematics answers 2024 questions is now available. The West African Examination Council (WAEC) General Mathematics essay and objective paper will now be written on Saturday, 25th November 2023.

The WAEC Mathematics 2 (Essay) paper will start at 9:30 am and will last for 2hrs 30mins while the Waec Mathematics 1 (Objective) exam will commence at 2:00 pm and will last for 1hr 30mins. In this post, you will be seeing the WAEC Maths questions and answers 2023 for candidates that will participate in the examination from past questions.

The questions and answers below on WAEC Mathematics have been provided to assist candidates to understand the required standards expected in WAEC Mathematics Examination. There is nothing Waec mathematics expo 2023 online.

2024 WAEC Mathematics Question and Answer.

PAPER 2 [Essay] Answer any … questions. Write your answers in the answer booklet provided.

1. (a) Solve: 7x + 4 < (4x + 3). (b) Salem, Sunday and Shaka shared a sum of N 1,100.00. For every N2.00 that Salem gets, Sunday gets fifty kobo and for every N 4.00 Sunday gets, Shaka gets N 2.00. Find Shaka’s share.

2. ( a) The angle of depression of a boat from the mid-point of a vertical cliff is 35°. If the boat is 120 m from the foot of the cliff, calculate the height of the cliff.

(b) Towns P and Q are x km apart. Two motorists set out at the same time from P to Q at steady speeds of 60 km/h and 80 km/h. The faster motorist got to Q 30 minutes earlier than the other. Find the value of x.

3. (a) A boy 1.2 m tall, stands 6 m away from the foot of a vertical lamp pole 4.2 m long. If the lamp is at the tip of the pole, r epresent this information in a diagram.

(b) Calculate the:

(i) length of the shadow of the boy cast by the lamp.

4. (a) The present ages of a father and his son are in the ratio 10 : 3. If the son is 15 years old now, in how many years will the ratio of their ages be 2 : 1?

(b) The arithmetic mean of x, y and z is 6 while that of x, y, z, t, u, v and w is 9. Calculate the arithmetic mean of t, u, v and w.

6. A point H is 20m away from the foot of a tower on the same horizontal ground. From point H, the angle of elevation of point (P) on the tower and the top (T) of the tower are 30o and 50o respectively. Calculate, and correct 3 significant figures:

(a) /PT/; (b) The distance between H and the top of the tower; (c) The position of H if the angle of depression of H from the top of the tower is to be 40°.

9. In the diagram, /AB/ = 8 km, /BC/ = 13 km, the bearing of A from B is 310° and the bearing of B from C is 230°. Calculate, correct to 3 significant figures,

(a) the distance AC;

(b) the bearing of C from A;

11. (a) In a class of 40 students, 18 passed Mathematics, 19 passed Accounts, 16 passed Economics, 5 Mathematics and Accounts only, 6 Mathematics only, 9 Accounts only, 2 Accounts and Economics only. If each student offered at least one of the subjects.

i. How many students failed in all the subjects?

ii. Find the percentage number who failed in at least one of Economics and Mathematics;

(b) Calculate the probability that a student selected at random failed in Accounts.

WAEC Mathematics Objective Questions 2024.

PAPER 1 (Objective) Answer ALL questions in this section. Shade your answer in the answer booklet provided.

1. In a school, 180 students offer mathematics or physics, or both. If 125 offer mathematics and 105 offer physics. How many students offer mathematics only? A.75 B. 80 C. 55 D. 125.

2. Find the value of x for which 3(2 4x + 3 ) = 96 A. 2 B. -2 C. ½ D. -1/2

3. The cost of renovating a 5m square room is N500. What is the cost of renovating a 10m square room? A. N1,000 B. N2,500 C. 2,000 D. N10,000

4. Find the rate of change of the total surface area S of a sphere with respect to its radius r when r = 2 A. 8 B. 16 C. 10 D. 14

5. Differentiate (cosӨ + sinӨ) 2 with respect to Ө. A. 2cos2Ө B. 2sin2Ө C. -2cos2Ө D. -2sin2Ө

6. A binary operation * on the set of rational numbers is defined as x * y = 2x + [x 3 – y 3 /x + y]. find -1*2 A. 11 B. -11 C. 8 D. -8

7. A polynomial in x whose zeroes are 2, 1 and -3 is ______ A. x 3 – 7x + 6 B. x 3 + 7x – 6 C. x 3 – 7x – 6 D. x 3 + 7x + 6

8. Find the range of values of x for which 7x – 3 > 3x + 4 A. x < 7/4 B. x > 7/4 C. 7x < 4 D. -4x < 7

9. Some red balls were put in a basket containing 12 white balls and 16 blue balls. If the probability of picking a red ball from the basket is 3/7, how many red balls were introduced? A. 13 B.20 C. 12 D. 21

10. Convert 1231 4 to a number in base 6. A. 105 6 B. 301 6 C. 103 6 D. 501 6

11. Find the slope of the curve y = 3x 3 + 5x 2 – 3 at (-1, 5). A. 1 B. -1 C. 19 D. -19

12. Find the area of the region bounded by y = x 2 + x – 2 and x-axis. A. 9/2 B. -39/6 C. 8/3 D. 16/3

13. The minimum value of y = x 2 – 4x – 5 is ______ A. 2 B. -2 C.13 D. -13

14. There are 8 boys and 4 girls in a lift. What is the probability that the first person who steps out of the lift will be a boy? A. 3/4 B. 1/3 C. 2/3 D. 1/4

15. H varies directly as p and inversely as the square of y. If H = 1, p = 8 and y = 2, find H in terms of p and y. A. H = p /4y^2 B. H = 2p / y^2 C. H = p / 2 y^2 D. H = p / y^2

16. Solve 4x^2 – 16x + 15 A. X = 1 (1/2) or X = -2 (1/2) B. X = 1 (1/2) or X = 2 (1/2) C. X = 1 (1/2) or X = -1 (1/2) D. X = -1 (1/2) or X = -2 (1/2)

17. If (0.25)^y = 32, find the value of y. A. y = -5/2 B. y = -3/2 B. y = 3/2 D. y = 5/2.

18. Simplify: log 6 – 3log 3 + 2/3log 27. A. 3log 2 B. Log 2 C. Log 3 D. 2log 3

19. Bala sold an article for 6,900.00 nairas and made a profit of 15 percent. Calculate his percentage profit if he had sold for 6600.00. A. 5 percent B. 10 percent C. 12 percent D. 13 percent

20. If 3P = 4Q and 9P = 8Q-12, find the value of PQ. A. 12 B. 7 C. -7 D. -12

21. Evaluate 0.42 divided by 2.5 /0.5 x 2.05, leaving the answer in standard form. A. 1.639 x 10^2 B. 1.639 x 10^1 C. 1.639 x 10^-1 D. 1.639 x 10^-2.

22. A husband contributes 7% of his income into a fund and his wife contributes 4% of her income. If the husband earns N5,500 per annum (p.a) and his wife earns N4,000 p.a, find the sum of their contribution to the fund. A. N1,045 B. N605 C. N545 D. N490.

23. If the children share N10.50K among themselves in the ratio 6:7:8, How much is the largest share? A. N3.00 B. N3.50 C. N4.00 D. N4.50.

24. A trader makes a loss of 15% when selling an article. Find the ratio, selling price: cost price. A. 3:20 B. 3:17 C. 17:20 D. 20:23.

25. The ages of three men are in the ratio 3:4:5. If the difference between the ages of the oldest and youngest is 18 years, find the sum of the ages of the three men. A. 45 years B. 72 years C. 108 years D. 216 years.

26. A bicycle wheel of a radius of 42cm is rolled over a distance of 66m. How many revolutions does it make? [Take π=22/7] A. 2.5 B. 5 C. 25 D. 50.

27. If 2x : (x+1) =3:2, what is the value of x? A. ½ B. 1 C. 1½ D. 3.

28. What is the probability of having an odd number in a single toss of a fair die? A. 1/6 B. 1/3 C. ½ C. 2/3.

PS: Once again, there is nothing like the waec maths expo. Do not fall victim to scammers online trying to obtain money from you with fake promises of having access to a live question paper before the exam. What we have on this page are likely exam questions from waec maths past questions and answers to serve as a revision guide.

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WAEC Mathematics Questions and Answers 2023 Objective and Theory

Waec mathematics 2023 answers are now available. waec mathematics questions and answers 2023/2024 objective and essay and other exam details for wassce 2023 are on this page. see the 2023 waec mathematics answers for both objective and theory below. get the waec mathematics objective and essay answers here. the 2023 mathematics waec obj and theory […] the post waec mathematics questions and answers 2023 objective and theory appeared first on study forum..

WAEC mathematics 2023 answers are now available. WAEC mathematics questions and answers 2023/2024 objective and essay and other exam details for WASSCE 2023 are on this page. See the 2023 WAEC mathematics answers for both objective and theory below. Get the WAEC mathematics objective and essay answers here.

The 2023 mathematics WAEC OBJ and theory questions and answers are provided here for free. All you have to do is to go through the questions and take note of the WAEC math answers 2023. Read on to find out.

WAEC Mathematics Questions and Answers 2023 Objective and Essay

Have you been searching on Google in order to get the WASSCE mathematics questions and answers 2023? If so, we have got you covered!

We have the 2023 WAEC mathematics questions and our team of experts will soon upload the WAEC math questions and their accurate answers to help you pass the 2023 WAEC mathematics examination.

The 2023 WAEC mathematics theory questions and OBJ will be uploaded any moment from now. So if you are searching for the WAEC mathematics answers 2023 for objective and theory, then you are on the right page. See WAEC mathematics objective and essay questions and answers below.

WAEC Mathematics Answers 2023 Objective and Theory

The West Africa Examinations Council (WAEC) is an examination body in Nigeria that conducts the Senior Secondary Certificate Examination and the General Certificate in Education in May/June and November/December respectively.

The 2023 WAEC mathematics questions are set from the SS1 to SS3 mathematics syllabus. So all the questions you will encounter in this year’s examination are in the syllabus, and nearly 90% of the questions are repeated.

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Once again, keep refreshing this page because we will upload the original WAEC mathematics questions and answers for this year’s exams on this page at any moment from now. Also, to download the past questions and answers, click on this link WAEC mathematics past questions .

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WAEC Timetable 2023 for May/June Examination

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General Mathematics Paper 2, WASSCE (SC), 2018

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General Comment

The standard of the paper is quite good and compare to those of the previous years. The rubrics of the paper were clear, non-ambiguous and straight forward. The questions covered all the sections of the syllabus as required and rubrics were clear. Furthermore, the preparation of the marking scheme was commended. Detailed workings were shown and marks were distributed according to the weights of each question. Candidates’ performance was described as good and compared favorably with those of previous years.

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Mathematics

Mathematics 2021 WAEC Past Questions

Post-UTME Past Questions - Original materials are available here - Download PDF for your school of choice + 1 year SMS alerts

correct 0.007985 to three significant figures.

Simplify: (11\(_{two}\))\(^2\)

A. 1001\(_2\)
B. 1101\(_2\)
C. 101\(_2\)
D. 10001\(_2\)

Solve: 2\(^{√2x + 1}\) = 32

If log\(_{10}\) 2 = m and log\(_{10}\) 3 = n, find log\(_{10}\) 24 in terms of m and n.

Find the 5th term of the sequence 2,5,10,17....?

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2021-2022 WAEC PAST QUESTIONS on Further Mathematics: Objectives and Essay with ANSWERS with easy study

2021-2022 WAEC PAST QUESTIONS on Further Mathematics: Objectives and Essay with ANSWERS with easy study – Are you interested in WAEC Further Mathematics. Here are WAEC Further Mathematics questions and answers, WAEC Further Mathematics syllabus 2022, past questions on mathematics, WAEC further mathematics expo 2022.

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As a matter of fact, WAEC Further Mathematics questions and answers for 2022/2023 are here. Are you a WAEC candidate? If your answer is yes, this post will show you the WAEC Further Mathematics answers and the tricks you need to excel in your WAEC exam.

WAEC questions are set and compiled by the West African Senior School Certificate Examination Board (WASSCE). Make sure you follow the instructions as provided by WAEC.

The Focuses:

0.1 2021/2022 WAEC Further Mathematics Questions and Answers 1 WAEC Further Maths Questions 2 WAEC Further Maths Essay and Objective 2021 (EXPO) 2021/2022 WAEC Further Mathematics Questions and Answers Symbols used:

^ means raise to power / division

The Further Mathematics examination paper is going to comprise of two papers

Paper 1: Essay Paper 2: Objectives And, PAPER 1: will consist of forty multiple-choice objective questions, covering the entire Futher Mathematics syllabus. Candidates will be required to answer all questions in 1 hour for 40 marks. The questions will be set from the sections of the syllabus as sated here under:

Pure Mathematics – 30 questions Statistics and probability – 4 questions Vectors and Mechanics – 6 questions

2021-2022 WAEC PAST QUESTIONS on Further Mathematics

PAPER 2: will consist of two sections, Sections A and B, to be answered in 2 hours for 100 marks.

Section A will consist of eight compulsory questions that areelementary in type for 48 marks. The questions shall be distributed as follows:

Pure Mathematics – 4 questions Statistics and Probability – 2 questions Vectors and Mechanics – 2 questions

Section B will consist of seven questions of greater length and difficulty put into three parts thus; Part I: Pure Mathematics – 3 questions Part II: Statistics and Probability – 2 questions And, Part III: Vectors and Mechanics – 2 questions

WAEC Further Maths Questions

Integrate 3x^2 + 4x – 8 with respect to x

A. x^3 + 2x^2 + 8x + k

B. 6x + 4 + k

C. x^3 – 2x^2 + 8x + k

D. x^3 + x^2 – 8x + k

E. x^3 + 2x^2 – 8x + k

Given that y = 3x^3 + 4x^2 + 7. Find dy/dx at x = 1
The gradient of a curve is 8x+2 and it passes through (1,3). Find the equation of the curve

A. y = 4x^2 + 2x + 3

B. y = -4x^2 + 2x -3

C. y = 4x^2 – 2x + 3

D. y = 4x^2 + 2x + 3

E. y= 4x^2 – 2x – 3

Given the matrix M=

2 -4 -4 1 8 2 1 1 -2

If logy18 = 3, find the value of y.

A. -2 B. -12 C. 12 D. 2

A binary operation Δ is defined on the set of real numbers, R, by aΔb=a+bab√, where a≠ 0, b≠ 0. Evaluate −3Δ−1.

A. −43–√ B. −43√3 C. −33√4 D. −33√4

Simplify 1(1−3√)2 A. 1−123–√ B. 1+123–√ C. 3–√ D. 1+3–√
If x2−kx+9=0 has equal roots, find the values of k.

A. 3, 4 B. ±3 C. ±5 D. ±6

Find the coordinates of the centre of the circle 3×2+3y2−4x+8y−2=0 A. (-2,4) B. (−23,43) C. (23,−43) D. (2, -4)

10.The function f: x →4−2x−−−−−√ is defined on the set of real numbers R. Find the domain of f.

A. x<2 B. x≤2 C. x=2 D. x>−2

Given that f(x)=x+12, find f1(−2).

A. -5 B. -3 C. −12 D. 5

Given that 6x+m2x2+7x−15≡4x+5−22x−3, find the value of m.

A. 20 B. 12 C. -10 D. -22

Find the coefficient of x4 in the expansion of (1−2x)6.

A. -320 B. -240 C. 240 D. 320

Find the 21st term of the Arithmetic Progression (A.P.): -4, -1.5, 1, 3.5,…

A. 43.5 B. 46 C. 48.5 D. 51

How many ways can 6 students be seated around a circular table?

A. 36 B. 48 C. 120 D. 720

If (2413)(54) = k(17.540.0), find the value of k.

A. 1.2 B. 3.6 C. 0.8 D. 0.5

Express cos150° in surd form.

A. −3–√ B. −3√2 C. −12 D. 2√2

A straight line 2x+3y=6, passes through the point (-1,2). Find the equation of the line.

A. 2x-3y=2 B. 2x-3y=-2 C. 2x+3y=-4 D. 2x+3y=4

α and β are the roots of the equation 2×2−3x+4=0. Find α+β.

A. -2 B. -32 C. 32 D. 2

α and β are the roots of the equation 2×2−3x+4=0. Find αβ+βα A. −98 B. −78 C. 78 D. 98
If B=(2153), find B−1.

A. A=(−31−52) B. A=(31−52) C. A=(3−1−52) D. A=(−315−2)

Given that sinx=513 and siny=817, where x and y are acute, find cos(x+y).

A. 130221 B. 140221 C. 140204 D. 22023

A circle with centre (4,5) passes through the y-intercept of the line 5x – 2y + 6 = 0. Find its equation.

A. x2+y2+8x−10y+21=0 B. x2+y2+8x−10y−21=0 C. x2+y2−8x−10y−21=0 D. x2+y2−8x−10y+21=0

If y=1+x1−x, find dydx.

A. 2(1−x)2 B. −2(1−x)2 C. −11−x√ D. 11−x√

Evaluate ∫0−1(x+1)(x−2)dx A. 76 B. 56 C. −56 D. −76
Simplify 128√32√−22√ A. 22–√ B. 32–√ C. 3 D. 4
There are 7 boys in a class of 20. Find the number of ways of selecting 3 girls and 2 boys

A. 1638 B. 2730 C. 6006 D. 7520

The 3rd and 7th term of a Geometric Progression (GP) are 81 and 16. Find the 5th term.

A. 4729 B. 8116 C. 27 D. 36

Differentiate 5×3+x2x,x≠0 with respect to x.

A. 10x+1 B. 10x+2 C. x(15x+1) D. x(15x+2)

A curve is given by y=5−x−2×2. Find the equation of its line of symmetry.

A. x=−418 B. x=−14 C. x=14 D. x=418

In a class of 10 boys and 15 girls, the average score in a Biology test is 90. If the average score for the girls is x, find the average score for the boys in terms of x.

A. 200−2×3 B. 225−3×2 C. 250−2x D. 250−3x

A fair die is tossed twice. What is its smple size?

A. 6 B. 12 C. 36 D. 48

Given that a = 5i + 4j and b = 3i + 7j, evaluate (3a – 8b).

A. 9i + 44j B. -9i + 44j C. -9i – 44j D. 9i – 44j

Solve 32x−3x+2=3x+1−27 A. 1 or 0 B. 1 or 2 C. 1 or -2 D. -1 or 2
Find the magnitude and direction of the vector p=(5i−12j) A. (13, 113.38°) B. (13, 067.38°) C. (13, 025.38°) D. (13, 157.38°)

36 The velocity, V, of a particle after t seconds, is V=3t2+2t−1. Find the acceleration of the particle after 2 seconds.

A. 10ms−2 B. 12ms−2 C. 14ms−2 D. 17ms−2

Given that f(x)=2×2−3 and g(x)=x+1 where x∈R. Find g o f(x).

A. 2(x2−1) B. 2×2+4x−1 C. 2×2+6x−1 D. 3(x2−1)

If P = n2+1:n=0,2,3 and Q = n+1:n=2,3,5, find P∩ Q.

A. {5, 10} B. {4, 6} C. {1, 3} D. { }

If (2×2−x−3) is a factor of f(x)=2×3−5×2−x+6, find the other factor

A. (x – 2) B. (x – 1) C. (x + 1) D. (x + 32)

Simplify 3√3√−1+3√3√+1 A. 12 B. 3 C. 23–√ D. 6
Find the domain of g(x)=4×2−19×2+1√ A. x:x∈R,x=12 B. x:x∈R,x≠13 C. x:x∈R,x=13 D. x:x∈R
Given that f(x)=3×2−12x+12 and f(x)=3, find the values of x.

A. 1, 3 B. -1, -3 C. 1, -3 D. -1, 3

A binary operation * is defined on the set of real numbers, by a∗b=ab+ba. If (x−−√+1)∗(x−−√−1)=4, find the value of x.

A. 6 B. 5 C. 4 D. 3

If 4×2+5kx+10 is a perfect square, find the value of k.

A. 510√4 B. 410−−√ C. 510−−√ D. 410√5

if the polynomial f(x)=3×3−2×2+7x+5 is divided by (x – 1), find the remainder.

A. -17 B. -7 C. 5 D. 13

P=1,3,5,7,9,Q=2,4,6,8,10,12,R=2,3,5,7,11 are subsets of U=1,2,3,…,12. Which of the following statements is true?

A. Q∩R=∅ B. R⊂P C. (R∩P)⊂(R∩U) D. n(P′∩R)=2

If log3a−2=3log3b, express a in terms of b.

A. a=b3−3 B. a=b3−9 C. a=9b3 D. a=b39

If α and β are the roots of 2×2−5x+6=0, find the equation whose roots are (α+1) and (β+1).

A. 2×2−9x+15=0 B. 2×2−9x+13=0 C. 2×2−9x−13=0 D. 2×2−9x−15=0

Resolve 3x−1(x−2)2,x≠2 into partial fractions.

A. x2(x−2)−5(x−2)2 B. 5(x−2)+x2(x−2)2 C. 12(x−2)+5×2(x−2)2 D. −12(x−2)+8×2(x−2)2

If α and β are the roots of the equation 2×2+5x+n=0, such that αβ=2, find the value of n.

A. -4 B. -2 C. 2 D. 4

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