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1. Write the numeral 2,189 in words
2. If E = {Prime numbers between 10 and 20} and F = {odd numbers between 0 and 16}, find E ∩ F.
3. If P ={7,9,13} and Q= {1,7,13}. Find P ∩ Q.
4. In the Venn diagram, Q is the set of numbers inside the circle and T is the set of numbers inside the triangle. Find Q U T.
5. Simplify 29 ÷ 23.
6. What is the value of the digit 9 in the number 749,300,213
7. What is the value of 2 in the number 920,564,400?
8. What is the value of 6 in the number 600,145,277.
9. Arrange the following numbers from smallest to highest: 900; 1000; 60000; 560000
10. If the cost of buying a mathematical set is GHC5.60 pesewas, what will be the estimated cost of buying 12 mathematical sets altogether? Round to the nearest hundred.
11. If there are 28,891 people living in Kumasi and 25,945 people living in Accra, what is the estimated number of people living in Kumasi and Accra altogether? Round to the nearest thousand.
12. If (4 x 3) x 10 = a x (3 x 10) then a =
13. If 23+m = 33+25 then m =
14. The product of the three numbers is 420. Two of the numbers are 5 and 12. Find the third number.
15. A crate of drinks contains 24 bottles of coke. If 15 crates are donated to a church, how many bottles of coke were donated to the church in all?
16. If 180 exercise books were to be shared among 12 pupils in a class, how many books would each pupil get?
17. If 250 students in a school are to pay GHC15 cedis each as a contribution towards the purchase of a bus, how much money would be paid in all?
18. Priscilla wants to buy eggs with an amount of GHC2350.00. How many pieces of eggs can she buy if a crate(30pcs) cost GHC950?
19. John paid GHC600.00 for 4 books. How many pencils could he buy if a pencil cost GHC60.00 and he is left with half the amount of money he spent on the books?
20. If a country has 20,778,642 males and 35,555,124 females, how many males and females are there altogether in that country?
21. If there are 56,941 trees in Accra and 11,989 of the trees are cut down, how many trees will be left in Accra?
22. Mr Arthur belongs to three committees in the church. One committee meets every 3 days, another meets every 10 days and the third meets every 15 days. They all met on the first day of the year. How many days after this will they meet on the same day again?
18. What is the value of the digit 9 in the number 749,300,213
24. Find the first 3 multiples of 15 and 25
25. Find the LCM of 14 and 35
26. Express 36 as a product of prime factors.
27. Express 250 as a product of prime numbers.
28. Express 120 as a product of prime numbers.
16. Express 20 as a product of prime numbers.
30. Select the composite number from these numbers: 11,3,13,10,
31. Round this number to the nearest million: 5,234,700
32. Round this number to the nearest thousand: 583,656
33. 2045 + (****) + 1918 = 4430. Find the missing addend.
34. Find the total cost of 25 pens and 75 books if each pen costs GHC0.20 and each book costs GHC0.30.
35. If Y = 595 and Z = 7071.Find the sum of Y and Z.
36. Find how many pieces of cloth 51⁄2 metre long that can be cut from a roll of cloth 121metres long
37. A man has 6x sheep and 5y goats. He sells 3x sheep and 2y goats. How many animals are left after the sales?
38. A man sold three mobile phones for GHC500, if his total sales were GHC100000, how many oranges did he sell?
39. In sharing 95 oranges with Dede, Fofo kept 45 of them and shared the rest equally with Dede. How many oranges did Dede get?
40. Find the least number that must be added to 308 to make it divisible by 19.
41. The sum of the three numbers is 28,543. If two of the numbers are 10,250and 9,750. Find the third number
42.Which of the following fractions is an equivalent fraction of 3⁄5?
43. Write the numeral I,002,574 in words
44. Find the product of 17 and 121.
45. If 7.2 and 7.9 are two points on a number line, find the number in the middle of these points.
46. All even numbers are composite except for the number ……….
47. Araba owes ¢550000 at the bank. She goes to pay ¢150,000. How much does Araba owe the bank now?
48. Kofi bought four pencils at GHC200 each and five pens at GHC350 each. How much did he pay altogether?
49. The total number of match sticks in 6 matchboxes was 270. Find the total number of sticks in 20 similar boxes.
50. An iron rod 15m long is divided into 12 equal parts. How long is each part?