*2024 WAEC Mathematics (Maths) Questions and Answers: Free OBJ and Essay Solutions*

*Get free access to the 2024 WAEC Mathematics (Maths) Objectives (OBJ) and Essay (Theory) questions and answers. This includes general WAEC Math, WAEC Math OBJ, and WAEC Math Essay. Explore the 2024 WAEC Mathematics syllabus, exam expo, previous questions, and reliable answers for both the OBJ and Essay sections.*

## Key Highlights:

*2024 WAEC Mathematics OBJ answers**2024 WAEC Maths essay answers**Comprehensive 2024 WAEC Maths OBJ and Essay Questions and Answers*

Prepare effectively with the latest and accurate information for the 2024 WAEC Mathematics exam. Ensure success with our complete guide to the questions and answers for both the Objective and Essay sections.

Free 2024 WAEC May/June General Mathematics (Maths) Essays and Objectives Answers for School Candidates | Access WAEC Mathematics Solutions Room on June 1st

Date: Thursday, 1st June 2024

General Mathematics/Mathematics (Core) 2 (Essay) – 9:30 am to 12:00 pm

General Mathematics/Mathematics (Core) 1 (Objective) – 3:00 pm to 4:30 pm

## 2024 WAEC General Mathematics Objectives (OBJ) Answers

__More Accurate OBJ 2023 Answers:__- 1. B
- 2. C
- 3. C
- 4. C
- 5. B
- 6. D
- 7. C
- 8. B
- 9. C
- 10. D
- 11. B
- 12. A
- 13. C
- 14. A
- 15. B
- 16. A
- 17. C
- 18. B
- 19. C
- 20. B
- 21. C
- 22. A
- 23. B
- 24.C
- 25. A
- 26. A
- 27. C
- 28. B
- 29. A
- 30. A
- 31. B
- 32. C
- 33. A
- 34. B
- 35. A
- 36. C
- 37. D
- 38. C
- 39. B
- 40. A

Note: Please use these more accurate answers.

__2024 WAEC GENERAL MATHEMATICS ESSAY OR THEORY ANSWERS__

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2023 WAEC General Mathematics Questions and Answers

Here are the questions and answers for the 2023 WAEC General Mathematics paper:

Objective Section:

- In the given 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

- 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)

- 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

- 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 colors?

A. 2/3

B. 3/5

C. 7/20

D. 12/25

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

A. 3x + 4y – 23 = 0

B. 3x + 4y + 23 = 0

C. 3x – 4y + 23 = 0

D. 3x – 4y – 23 = 0

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

A. 14 m

B. 12 m

C. 10 m

D. 7 m

- If tan x = 3/4, 0 < x < 90, evaluate cos x/2sin x

A. 8/3

B. 3/2

C. 4/3

D. 2/3

- 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

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

A. 11 cm

B. 22 cm

C. 44 cm

D. 80 cm

Diagram Questions: [Diagram Questions and Answers - 40 to 45]

Additional Questions:

- 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?

A. 1/6

B. 1/4

C. 1/3

D. 1/2

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

A. 90

B. 80

C. 70

D. 40

Statistics Questions: [Scores Obtained - Questions 48 to 50]

Objective Answers: [Answers Loading]

Essay or Theory Section:

Question 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.

Question 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.

Question 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, represent this information in a diagram.

(b) Calculate the:

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

(ii) angle of elevation of the lamp from the boy, correct to the nearest degree.

Question 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.

Question 5:
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°.

Objective Answers: [Answers Loading]

Note: The answers provided here are for the 2022 examination. For the 2023 WAEC Mathematics Answers, please scroll to the bottom for updates during the examination.

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