PRIMARY SEVEN MATHEMATICS
Index No:
Candidate’s name: ……………………………………………………………………….
Candidate’s signature: ……………………………………………………………….
District: ………………………………………………………………………………………
Read the following instructions carefully
For Examiner’s
use only
1. This paper has two Sections: A and B.
A
2. Section A has 20 answer questions (40 marks)
B
3. Section B has 12 questions (60 marks) TOTAL
4. Answer ALL questions. Answers to both sections must be written
in the spaces provided.
5. All answers must be written using blue ink. Diagrams should be
drawn in pencil.
6. Unnecessary alteration of work may lead to loss of marks.
7. Any handwriting that cannot be easily read may lead to loss of marks.
8. Do not fill anything in the box indicated for examiner’s use only.
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SECTION A:
1. Workout: 4 7 5
- 2 5 0
2. Given that set M={4, 6, 8, 9, 10} and N={2, 3, 5, 7}, find n(M-N)
3. Write 197 in Roman numerals.
4. Find the next term in the sequence.
1, 1, 1, 1, ____
3 6 12 24
5. Solve: 4 + 2y = 10
6. Calculate the average of; 2k + 6, 3k and k-3.
7. Name the regular polygon whose interior angle is 1400.
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8. Express 1616hours in 12hour clock system.
9. Emmanuel deposited sh. 600,000 in a bank at a simple interest rate of 12% per year
for 3years. Calculate the simple interest he earned.
10. Write 849.3 in standard form.
11. Given that 3 – 4 = y(finite5), find the value of y.
12. Using a ruler, a sharp pencil and a pair of compasses only, construct an angle of
1350
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13. Workout: 1 0 0 1two
- 1 1two
14. The LCM of two numbers is 24 and their GCF is 4. If one of the numbers is 12, find
the second number.
15. A fruit vendor bought 12 mangoes for sh. 12000. She later sold each for sh. 1200.
How much profit did she make?
16. A circular flower garden has a diameter of 700dm. Calculate its circumference.
17. Given that p=5, q=-3 and r=2, find the value of q2 + pr.
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18. A man’s salary of sh. 900,000 was increased by 10%. Workout his new
salary.
19. Express 72km/h to m/s.
20. Describe the unshaded set region on the Venn diagram below.
↋=
T Z
SECTION B (60MARKS)
21. (a) Use the distributive property to work out; (87 x 50) + (50 x 13).
(2marks)
(b) Find the value of n if 2n x 23 = 16 (3marks)
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22. Study the diagram below and answer questions that follow.
A B C
50 0
d
D E F G
(a) Find the value of d in degrees. (2marks)
(b) Workout the size of <EBF. (3marks)
23. Timothy used of his pocket money to buy drinks, of the remainder
to buy cartridges and saved the rest.
(a) Find the fraction he saved. (3marks)
(b) If he saved sh. 50,000, how much was his pocket money? (2marks)
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24. Study the abacus below.
T/Th Th H T O
(a) Write the number represented on the above abacus in words.
(2marks)
(b) Workout the product of the values of digits in Ten thousands and
hundreds.
(3marks)
25. At a party, 21 guests took Pepsi (P), (2r+3) guests took Coca-Cola (C)
only, 5 guests took both Pepsi and Coca-cola while 2 guests took none of
the drinks.
(a) Complete the Venn diagram below using the above information. (2marks)
n(Ɛ)
n(p) n(c)
_____ 5 _____
(b) If 43 guests took only one type of soda, find the value of r.
(2marks)
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(c) How many guests attended the party? (2marks)
26. A car wheel of diameter 70cm covered a journey of 17.6km. Calculate
the number of revolutions the wheel made to cover the entire journey.
(4marks)
27. (a) With the help of a pencil, a ruler and a pair of compasses only,
construct a rhombus KYTA of side 6cm and angle AKY is 600. (4marks)
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(b) Measure the length of diagonal KT. (1mark)
28. A mother is 24years older than her daughter Joan. After a period of 5
years, the mother will be thrice the daughter’s age;
(a) how old is each now? (4marks)
(b) workout be the mother’s age then. (2marks)
29. The table below shows the exchange rates at a forex bureau.
Currency Buying rate Selling rate
1US dollar ($) Ug sh. 3800 Ug sh. 3850
1 Kenya shilling (Ksh) Ug sh. 28 Ug sh. 29
1 British pound sterling (£) Ug sh. 4000 Ug sh. 4050
(a) Find the total amount in Uganda shillings that can be got from 500US
dollars and Ksh 2000. (3marks)
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(b) How many dollars can be exchanged for £ 770? (2marks)
30. The pie-chart below represents Mr. Musoke’s monthly expenditure.
study it and answer questions that follow.
fee
s 5x
4x
Rent food
(a) Find the value of x in degrees. (3marks)
(b) Given that Musoke spends sh. 270,000 on food, find the total amount of money he
spends monthly. (2marks)
PF3 PFm
6
21
22 33
31 below
31. Study the Venn diagram and answer questions that follow.
y Page 10
(a) Workout the value of;
(i) y (2marks)
(ii) m (2marks)
(b) Find the GCF of 36 and m. (1mark)
32. The graph below shows how Mr. Matovu travelled from town A to town
C via town B. Study and use it to asnwer question that follow.
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DISTANCE IN KM
28
Town C
0
24
0
200
160 Town B
120
80
40
0 Town A
8a.m. 9a.m. 10a. 11a. 12noo
m. m. n
(a) TIME
Write the scale on IN HOURS
the horizontal axis. (1mark)
(b) How far is town B from town A? (1mark)
(c) For how long did he rest at town B? (1mark)
(d) Calculate his average speed for the whole journey. (2marks)
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