FLOWER OF LOVE INT’L SCHOOL

FIRST TERM MID-TERM EXAMINATION

CLASS: B7 SUBJECT: MATHEMATICS

NAME………………………………………………….….................. DATE: …….

………………………… OBJECTIVE TEST

Answer all questions in this paper by shading the correct answer on the shading sheet
provided. Shade only one answer. Erase completely if you want to change the option
selected.
1. A set whose last element can be d. 783,047
found is 8. Find the product of 74 and 678
a. Null set a. 50162
b. Infinite set b. 49372
c. Finite set c. 7458
d. Disjoint set d. 50172
2. If A = {a,b,d} and B = {d,e,f} find A 9. A secretary types at the rate of 54
and B words per minutes, how long would
a. { } it take to type 1782 words?
b. {b} a. 22 minutes
c. {a, b, e, f} b. 32 minutes
d. {d} c. 42 minutes
3. Find the LCM of 8 and 12 d. 52 minutes
a. 24 10. Mr. Adu is thinking of running
b. 4 an advert in the local newspaper for
c. 16 an entire year. The advert cost Gh¢
d. 32 170.50 per week. Estimate the cost
4. What is the value of 4 in the number of the advert
30,484? a. 8,000
a. 40 b. 8,525
b. 400 c. 9,000
c. 4000 d. 9,525
d. 40,000 11. Subtract 909001 – 70401
5. Add 9,801474 + 7 08414 a. 828,600
a. 10, 409,888 b. 838640
b. 10, 509,878 c. 838,600
c. 10, 509,888 d. 828610
d. 10, 508 888 12. Find the H.C.F of 42 and 98
6. Write four hundred and fifty-eight in a. 196
figures b. 98
a. 4058 c. 21
b. 4580 d. 14
c. 458 13. Find the prime factors of 72
d. 4058 a. 2
7. Round 782,547 to the nearest b. 3
thousand c. 2,3
a. 783,000 d. 2,3,4
b. 78,300
c. 782,000
14. Arrange the following
fractions in descending order: 5/6,
23. If the area of rectangle is 135
7/8, 1/4
cm Find the length and the breadth
2.
a. ¼, 5/6, 7/8
is 9 cm.
b. 7/8, 5/6, ¼
a. 25 cm
c. ¼, 7/8, 5/6
b. 45 cm
d. 5/6, 7/8, ¼
c. 35 cm
15. How many vertices has a
d. 15 cm
cuboid?
21 3
a. 5 24. Find ÷
32 16
b. 6
a. 7/3
c. 7
b. 7/6
d. 8
c. 8/6
16. Find the area of a rectangle
d. 7/2
with the length 4.5cm and breadth
25. Multiply ¾ x 9/36
3.2cm
a. ¾
a. 14.4 cm2
b. 3/16
b. 13.14 cm2
c. ¼
c. 14.4 cm2
d. 1/12
d. 10.8 cm2
17. Find the reciprocal of 3
26. What shape can be made
a. 7
from the net below
b. 7/22
c. 1/3
a. Cube
d. 7/21
b. Triangular
18. Simplify 5ab2 x 3ab2
pyramid
a. 8a b
3 3
c. Triangular prism
b. 15a3b3
d. Cylinder
c. 25a3b3
27. A rope is 73/4 m long and 3/5
d. 15a3b2
of it is cut off
19. What is the value of X in the
What is the remaining length?
relation 3X = 81?
a. 19/5 cm
a. 3
b. 43/4 m
b. 5
c. 43/5 m
c. 4
d. 31/4 m
d. 6
28. State the property used in the
20. Find the value of 7 in 17809
statement
a. 700
(a x b) x c = a x (b x c)
b. 70000
a. Associative
c. 7000
b. Distributive
d. 7
c. Identity
21. Find the circumference of a
d. Commutative
circle with the diameter 21
29. Express 54 as product of
a. 132 cm
prime factors
b. 198 cm
a. 22 x 32
c. 264 cm
b. 2 x 33
d. 66 cm
c. 2 x 32
22. Find the perimeter of the
6cm 6cm d. 22 x 3
polygon below a. 30 cm
b. 35 cm
c. 25 cm
6cm 6cm d. 36 cm
6cm
30. Which of the following 5
d.
fractions is the smallest? 1/4, 1/6, 8
1/3, 1/5 36. Yaw was given 2/3 of his
1 father’s property. His brother
a.
5 Kwame had the rest of the property.
a. 1/6 What fraction did Kwame get?
1 1
b. b.
3 3
1 c. 1/3
c.
4 1
d.
31. If 1/13 = 3/x, find x 4
a. 39 1
e.
b. 36 5
c. 29 37. If 36 cm2 is the area of a
d. 13 square. Find the perimeter of the
32. A cube has……edges square
a. 10 a. 12 cm
b. 12 b. 18 cm
c. 16 c. 30 cm
d. 18 d. 24 cm
5 38. The point of solid where
33. Simply 2
2 ×5 edges meet is called a………….
a. Face
34. Which of the following b. Edge
numbers is the next prime number c. Base
greater than 23? d. Vertex
a. 24 39. A = {3,6,9,12} =
b. 26 {12,6,3a,3}. If A = B
c. 28 Find a
d. 29 a. 3
35. Reduce 36/48 to its lowest b. 5
term c. 6
1 d. 7
a.
4 40. Which of the following is not a
b. ¾ prime factor?
3 a. 3
c. b. 7
8
c. 4
d. 11

SECTION B
Answer only four questions from this paper. All questions carry equal marks. All
tough should be done on the answer sheet and cancelled neatly afterwards.
1. a. i. List the members of each of the sets
E = {Multiples of 2 between 4 and 18}
F = {Factors of 8}
ii. List the members of
α .E n F
β .E u F
 b. Evaluate ( 23 + 56 )÷ 56
c. Find the sum of the place value of 4 in the number 304401014
ii. find the product of 1784 and 78
2. Write the following numbers in figures
i. Eight hundred and thirty-two thousand
ii. Fifty million, three hundred and eight one thousand, six hundred and
seven
b. i. Find the L.C.M of 48 and 54
ii. Write 40274510 in words
c. i. Divide 7657 ÷ 13
ii. Add 96,780 + 13,899,374 + 7874
3. i. Find the perimeter of the triangle below

6.5cm 5.9cm

5.9cm
ii. A rope of length 256 cm was put round a car type 8 times. Calculate the
circumference of the type.
8 4
a ×a ×a
b. i. Simplify 6 2 5
a ×a × a
c. i. Find the value of 23 x 20 x 72
ii. Find the H.C.F of 12 and 36
4. A rectangular garden measure 90 cm by 25 cm. Find:
i. The total area occupied by the garden
ii. The perimeter of the garden
7 1 15
b. i. Subtract 76,457623 – 3657264 ii. Find ×1 ÷
8 2 16
c. i. Rearrange 7354425, 7311415 and 7314214 in ascending order
3 y
ii. If = , find y.
8 48
5. Copy and complete the table below
Names of Number of Number of Number
solid shapes faces vertices of edges
Cuboid 6
Cylinder 2
Triangular 4
prism
b. Find the circumference of a circular plate with the radius 20cm. take π=22/7
 1 3
c. Simplify i. 5 ÷ ii. 24 ×
3 4
6. a. The sum of three numbers 92, 417. Two of the numbers are 12,540 and
7,970. Find the third number.
b. Add 427 to the product of 4.5 and 25

( 2
c. Simplify 2 × 3 +1
3 )1
6