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p.7 Mathematics

This document is an end-of-term mathematics examination for Primary Seven students at Buikwe Self Help Primary School, consisting of two sections: A and B. Section A includes 20 questions covering basic arithmetic, algebra, geometry, and statistics, while Section B contains 12 more complex problems involving word problems, probability, and conversions. The exam is designed to assess students' understanding of various mathematical concepts over a duration of 2 hours and 30 minutes.

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0% found this document useful (0 votes)
43 views7 pages

p.7 Mathematics

This document is an end-of-term mathematics examination for Primary Seven students at Buikwe Self Help Primary School, consisting of two sections: A and B. Section A includes 20 questions covering basic arithmetic, algebra, geometry, and statistics, while Section B contains 12 more complex problems involving word problems, probability, and conversions. The exam is designed to assess students' understanding of various mathematical concepts over a duration of 2 hours and 30 minutes.

Uploaded by

oftimo999
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOCX, PDF, TXT or read online on Scribd
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BUIKWE SELF HELP PRIMARY SCHOOL

END OF TERM ONE EXAMINATIONS, 2025


PRIMARY SEVEN – MATHEMATICS
2 Hours 30 minutes.
NAME: ________________________________________________
Instructions: - Attempt all the questions in section A and section B.
- Use a blue or black ball point pen to write answers and
pencil for drawing diagrams.

SECTION A. ( 40 Marks)
1. Workout 48 ÷ 3 2. Write 357,627 in words

3. Solve for t: 3+t=7 4. What is the value of 5 in 253,741?

5. Complete the sequence: 6. Kato is XLVIII years old. What is Kato’s


7, 13, 18, 23, ______, _______ age in Hindu – Arabic numerals?

7. Simplify: 3 + 1 8. Use the distributive property to workout:


5 2 (24 X 30) + (30 X 16)

9. Using a pair of compasses, ruler and pencil only, construct an angle of 900.

10. Find the LCM of 12 and 8. 11. Workout: 23 x20


12. How many subsets does a set with 5 13. Express 5:24 pm in 24 – hour clock
members have? system.

14. Kiberu bought 8 exercise books at shs. 16,000. Find the cost of 5 similar exercise
books.

15. Find the median of 3, 1, 4, 9, 8 and 16. A box contains 6 blue pens and 4 red
5 pens. What is the probability that a pen
selected at random is red?

17. Find the volume of the cuboid 18. Which of the following is divisible by 3
below. for 34011 and 23105?

19. Expand 24956 using powers of 20. Write 56781 in scientific notation.
indices

SECTION B ( 60 Marks)
21. In a certain village with 25 farmers, 15 grow millet (M), 10 grow Rice (R), X grow
both millet and Rice and 3 grow none of the two.

a) Complete the venn diagram below.

b) Find the value of x c) Find the probability that a farmer


selected at random grows millet only.

22. a) Workout the value of 2 in 1213four.

b) Find base m if 23m = 1111two.

23. Mzee Omoding went to market and bought the following;


5 exercise books at shs. 4,000 @ exercise book.
2 tins of milk powder at shs. 8,000.
2 ½ Kg of sugar at shs. 2,000 per kg.
2 metres of a carpet at shs. 5000 @ metre.

a) Find her total expenditure.

b) Workout the change after buying.

24. The sum of three consecutive even


numbers is 30.
(a)What are the numbers?

b) Find the range.

25. (a) Using a pair of compasses, ruler and pencil only, construct a square ABCD with
AB = 5.5 cm.

(b)Measure length of diagonal BD = _______ cm

26. 4 b) Workout: 0.36 x 1. 44


a) Change /11 into a decimal
0.002 x 1.8
27. a) Solve 4x – 1 = 11 -
b) Given that M = 4, n = 2 and P = 3,
find the value of
(i) 3M – n + 2P

(ii) M + n + P

28. Calculate the area of the shaded part.

29. Primary seven candidates scored marks 45, 50, 70, 50, 80, 70, 50 and 50 in
beginning of term one exam of Mathematics.
Workout the;
a) mean mark b) median mark

c) range

30. The pie – chart below shows the distribution of pancakes to different people in a
class. Study it carefully and answer the questions that follow.

a) Find the value of x ( 02 marks)

b) If Frank got 18 pancakes. How many pancakes were distributed altogether?


( 3 marks)

31. a) Multiply: +2x + 3 using a number line below.


b) The baby’s normal body temperature raised by 3oC. What is its new body
temperature?

32. a) Convert 36Km/hr to m/s.

b) A lorry travelled a distance of 120 Km from 8:00am to 10:00am. Find its speed in
Km/h.

END

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