Mathematics 2nd Term Exam for JSS2 – Regent school of science

Welcome to your Mathematics 2nd Term Exam for JSS2

Objective ( Attempt all questions)

What is your name

1. Which of these is true?

4 > 6

- 3 < -1

- 29 > 2

8 = - 8

2. The teacher said that a student’s score s is not less than 50. This can be written as

S is less than 50

S is greater than 50

Sis greater than or equal to 50

S is equal to 50

3. Find the value of - 8a × - 3

-24a

24a

- 11a

- 5a

4.Find g in 8/5 = 40/g

200

5. Write 11.254, correct to 2 decimal places

11. 00

25.00

11.26

11.25

6. Simplify 5/5g + 4/5g

1 ⅘g

20/25g

9/10g

9/25g

7. Write 4 > t in reverse order

t > 4

t = 4

t > -4

t < 4

10.

8. Payment received by a sales agent for selling a good is

discount

hire purchase

commission

interest

11.

9. Expand. - (5 + 2a)

-5 +2a

- 5 - 2a

- 7a

5 - 2a

12.

10. Simplify as far as possible ( m + 5)(m - 2)

m² + 3m - 10

m² + 7m + 10

m²-3m - 10

m² - 7m - 10

13.

11. Evaluate - 15m³ ÷ 3m²n

5 m/n

5n/m

-5m/n

-5m

14.

12. Which is true? (i) The higher purchase price is usually more than the sale price. (ii) Discount is the amount of money taken off the price of good. (iii)The vertical axis of a graph is the X axis

I only

ii only

i and iii only

i and ii only

15.

13. Which is not a true statement? An inequality remains true

when the same quantity is added to or subtracted from both sides

when both sides are multiplied or divided by the the same positive quantity

when both sides are multiplied or divided by a negative quantity provided the inequality sign is reversed.

when both sides are multiplied or divided by a negative quantity

16.

14. Complete the bracket: 6k - y²k = k( )

6 - y²

6 - yk

6 + y²

6 + yk

17.

15. If x=3, y= - 2 and z = 0, evaluate xyz

-6

-5

18.

16. Find the LCM of 30d² and 45d

90d²

15d

15d²

90d

19.

17. Simplify 11k - 2k + 3v + 5v

9k + 8v

17kv

- 9k + 8v

20.

18. Simplify 9ab² ÷ 6ab

2/3 b

3b/2

b/2

21.

19. Find g if 8b/5 =g/15

40b

24b

8b/3

75b/8

22.

20. Find the simple interest on #500 for 2years at 3% per annum

#3000

#300.00

#30. 00

#3.00

23.

Subjective (Attempt all questions)

24.

21. Draw this combined inequality - 5 < x < 2

25.

22. Solve the equation 8d - 14 = d - 7

26.

23. Remove the bracket and simplify (n +2)(n - 7)

27.

24. Find the HCF of 21ad and 14bd

28.

25. If a = 2, b = 3 and c = 5, find the value of ba - c

29.

26. A trader bought an article for #650 and sold it for #400. How much gain or loss did he make?

30.

27. Using number line, find the value of - 6 +5

31.

28. Find all the factors of 14xy

32.

29. Write three equivalent fraction with t/4

33.

Theory ( Answer any five questions)

34.

30. Represent this statement as an inequality: the time for the journey, t mins, is not greater than 2hours

35.

31a. Solve this inequality x + 9 < 3 and (b) sketch the graph of the solution.

36.

32. Factorise 35p + 20p²

37.

33. An insurance agent sells #284000 worth of insurance. The commission is 15%, how much does she get?

38.

34. Solve 5(x -4) - 4(x + 1) = 0

39.

35. Simplify (n + 2) /6 + (2n + 1)/ 3

40.

6. Find the values of x that satisfy the inequality 3x + 20 > 4 such that x is an integer

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