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JAMB CBT Practice Test For Maths

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Master JAMB Maths with Our Comprehensive CBT Practice Test

Are you gearing up for the JAMB Mathematics exam? Elevate your preparation with our tailored JAMB CBT Practice Test for Maths. Designed to mimic the actual exam interface, our practice tests provide a realistic exam experience, enabling you to familiarize yourself with the CBT format.

Why Choose Our JAMB CBT Practice Test for Maths?

  1. Realistic Simulation: Experience the JAMB CBT environment with our practice tests, ensuring you’re well-acquainted with the actual exam interface.
  2. Extensive Question Bank: Access a diverse range of mathematics questions covering various topics tested in JAMB, allowing you to strengthen your proficiency across the syllabus.
  3. Detailed Explanations: Grasp the concepts thoroughly with detailed explanations accompanying each question. Understand the logic and methodology behind the correct answers.
  4. Timed Practice Sessions: Enhance your time management skills by attempting our timed practice sessions. Boost your efficiency and accuracy to perform optimally on exam day.
  5. Performance Analytics: Receive instant feedback on your performance. Identify strengths and areas for improvement through our comprehensive analytics, aiding targeted study sessions.

How to Access Our JAMB CBT Practice Test for Maths?

  1. Visit our website and navigate to the dedicated JAMB CBT Practice Test section.
  2. Select the Maths category and begin your practice session.
  3. Answer questions, review explanations, and track your progress effortlessly.

Prepare strategically for JAMB Maths with our CBT Practice Test, and step into the exam hall with confidence. Start practicing now to ace the mathematics section and secure your success in JAMB 2024.

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Created on By Ace/Undergragra

JAMB MATHS MOCK TEST

1 / 40

1. A man stands on a tree 150cm high and sees a boat at an angle of depression of 74°. Find the distance of the boat from the base of the tree.

2 / 40

2. Three times a certain number (x), minus 2 is less than the number minus 6. Find the possible values of x.

3 / 40

3. A binary operation x is defined by a x b = ab. If a x 2 = 2 - a, find the possible values of a?

4 / 40

4.

A cylindrical tank has a capacity of 3080m3. What is the depth of the tank if the diameter of its base is 14m?

5 / 40

5.

The acres for rice, pineapple, cassava, cocoa and palm oil in a certain district are given respectively as 2, 5, 3, 11 and 9. What is the angle of the sector of cassava in a pie chart?

6 / 40

6.

Find the equation of the line through (5,7) parallel to the line 7x + 5y = 12

7 / 40

7. Find the simple interest rate percent annum at which N1000 accumulates to N1240 in 3 year

8 / 40

8.

Evaluate log2 8 – log3 19

9 / 40

9.

Two sisters, Taiwo and Kehinde, own a store. The ratio of Taiwo's share to Kehinde's is 11:9. Later Kehinde sells 23 of her share to Taiwo for N720.00. Find the value of the store

10 / 40

10. A sector of circle of radius 7.2cm which substends an angle of 300o at the centre is used to form a cone. What s the radius of the base of the cone?

11 / 40

11. In the diagram shown, XY = 8cm and OX = 5cm. Find Oz

12 / 40

12. If y = 8x^3 - 3x^2 + 7x - 1, find d^2y/dx^2

13 / 40

13. A man's initial salary is N540.00 a month and increases after each period of six months by N36.00 a month. Find his salary in the eight month of the third year.

14 / 40

14. If y varies inversely as x and x = 3 when y =4. Find the value of x when y = 12.

15 / 40

15. Find the distance between the points C(2, 2) and D(5, 6).

16 / 40

16.

Find the value of x if√2/ 2x+2 = 1/x−√2

17 / 40

17. Divide the L.C.M of 48, 64 and 80 by their H.C.F

18 / 40

18.

In how many ways can the letters LEADER be arranged?

19 / 40

19.

If n(P) = 20 and n(Q) = 30 and n(PuQ) = 40, find the value n(PnQ).

20 / 40

20.

The chord ST of a circle is equal to the radius r of the circle. Find the length of arc ST

21 / 40

21.

Differentiate 2x/sin⁡x with respect to x.

22 / 40

22. Copy -

Three consecutive terms of a geometric progression are give as n - 2, n and n + 3. Find the common ratio

23 / 40

23.

Integrate the expression 6x2 - 2x + 1

24 / 40

24.

If 8, p, q and 26 is an A.P. Find the values of p and q.

25 / 40

25.

If 6x^3+2x^2−5x+1 divides x^2−x−1, find the remainder.

26 / 40

26.

Three consecutive terms of a geometric progression are give as n - 2, n and n + 3. Find the common ratio

27 / 40

27. Copy -

The 10th term of an AP is 32. If the first term is 3/2, what is the 4th term?

28 / 40

28.

0.00256×0.0064/0.025×0.08

 

29 / 40

29. If a dress is sold for #3800.00 at a 20% discount. what is its original price?

30 / 40

30. Copy - A binary operation x is defined by a x b = ab. If a x 2 = 2 - a, find the possible values of a?

31 / 40

31.

If x is positive real number, find the range of values for which 13x + 12 > 14x

32 / 40

32.

Given sin⁡58°=cos⁡p°, find p.

33 / 40

33.

The 10th term of an AP is 32. If the first term is 3/2, what is the 4th term?

34 / 40

34. Factorize 4a2 - 9b2

35 / 40

35.

The number line is represented by inequality.

36 / 40

36. The pie chart shows the income of a civil servant in month. If his monthly income is N6,000. Find his monthly basic salar

37 / 40

37.

A room is 12m long, 9m wide and 8m high. Find the cosine of the angle which a diagonal of the room makes with the floor of the room

38 / 40

38.

Given the quadrilateral RSTO inscribed in the circle with O as centre. Find the size angle x and given RST = 60o

39 / 40

39. Let (*) be a binary operation on a natural number defined by a * b = a - b + (ab)2, then find 3 * 5

40 / 40

40.

The base in which the operation was performed was

 

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Ace/Undergragra

Ace aka Undergragra is a 500 Level Computer Engineering Student in the Federal University Oye-Ekiti. He is a passionate teacher,writer,educational consultant and educational informant.
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