1. If P = {7, 9, 13} and Q = {1, 7, 13}, find P∩Q.

2. In the Venn diagram, Q is the set of numbers inside the circle and T is the set of numbers inside the rectangle.
Find Q∪T.

3. Given that (23 x 82) x 79 = 148994, Find the exact value of (2.3 x 82) x 7.9.

4. Convert 25ten to base two numeral.

5. If (3.14 x 18) x 17.5 = 3.14 x (3a x 17.5)
Find the value of a.

6. If 26039 oranges are shared equally among 13 women how many oranges does each woman receive?

7. Mr. Mensah withdrew some money from the bank. He gave ½ of it to his son and ½ to his daughter. If he had ¢500.00 left, how much did he take from the bank?

8. Simplify ½{1½+¾÷¼}

9. If 21 : 2x = 7 : 10, find the value of x.

10. X is a point of the line segment AB such that IABI = 10cm and lAXl = 4cm. Find the ratio IAXl : lXBI

11. In an examination 60% of the candidates passed. The number of candidates who passed was 240. How many failed?

12. A table which cost ¢2,400.00 to manufacture was sold for ¢3,000.00.
Find the profit percent.

13. If a= 2² x 2³ ÷ 2⁴. Find the value of a.

14. The distance between two towns is 12875 km. Express this distance in standard form.

The pie chart shows the monthly expenditure of Mr. Awuah whose monthly income is ¢18,000.00. Use the chart to answer questions 15 to 17

15. What fraction of Mr. Awuah’s income is spent on food?

16. How much does Mr. Awuah spend on rent?

17. What is the size of the angle representing savings?

18. Find the missing addend:

19. Remove the brackets: a – 2(b-3c)

20. Simplify : 2a/3 – a-b/2

21. If q = ut + ½ft. Find q when u = 20, t = 10 and f = 15

22. If 3/15 is equivalent to 45/a, find a

23. Find the least common multiple of 7, 14 and 18.

24. In ∆XYZ, |XZ| = 13 cm, |XY| = 12 cm and ∠XYZ = 90°. Find IYZI if the area of the triangle is 30 cm²

25. Write 1204five as a number in base ten.

26. Multiply (2x + y) by (2x – y)

27. A watchman was paid basic wage of ¢250.00 a day. If he worked everyday in the month, calculate his basic wage for February, 1988.

28. A tank contains 250 litres of water. If 96 litres is used, what percentage of the original quantity is left?

29. Evaluate 10 ÷ (3 ½+ I⅕)

30. A bag contains 24 marbles, 10 of which are blue and the rest are green. A boy picks a marble at random from the bag. What is the probability that he picks a green marble?

31. Which of the following inequalities is represented on the number line, where n ∊ {real numbers}?

32. What is the name of the line segment drawn to join any two points on the circumference of a circle?

33. Find the value of x.

34. Find the value of y.

35. The area of a square is 49 cm². Find the perimeter of the square.

36. The least number in a set of real numbers is 24 and the greatest is 30. Which of the following is the correct interpretation of the statement?

37. Find the area of the trapezium MNOP

38. The length of a field, 1.2 km long is represented on a map by a line 40 mm long. What is the scale of the map?

39.The diagram shows the construction for

40. Simplify