HOLIDAY ASSIGNMENT SET 2
CLASS : P.7
SUBJECT : MATHEMATICS
TIME ALLOWED : 2 HOURS 30 MINUTES
Name _____________________________________________________ Stream _________
Campus ___________________________________________________________________
DO NOT OPEN THIS BOOKLET UNTIL YOU ARE TOLD TO DO SO.
Read the following instructions carefully
1. This paper has two Sections: A and B.
For Examiner’s
use only
2. Section A has 20 answer questions (40 marks)
A
3. Section B has 12 questions (60 marks) B
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. Multiply: 13 x 3
2. Write 428 751 in words.
3. Name the integer represented by the arrow marked n.
n
- - - - -
5 4 3 2 1 0 1 2 3 4 5 6 7 8 9
n = ___________________
4. Find the square root of 144.
5. Given that y = 12, t = 8 and p = 5.
y −t
Find the value of
p
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6. Study the Venn diagram below.
A B
b a e h
c d f g
List members of A
7. Express 49 in Roman numerals.
8. Given that 1 USA dollar is equivalent to Ugshs 3500. How many USA
dollars can one get from Ugshs 63000?
1
9. Taking pi as 3 , find the circumference of a circle whose radius is
7
14cm.
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10. Express 20mls to km/hr.
11. Kenedy saved shs 360,000 in centenary bank which offered him an
interest rate of 10% p.a for 2 years. How much money did he have
altogether after 2 years?
12. Find the expanded number in;
2 1 0 -1
(9 x 10 ) + (7 x 10 ) + (2 x 10 ) + (1 x 10 )
13. Work out the range in; 12 , 2 , 4 and 8.
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14. Study the diagram below and find the measurement of line AB.
A 16hm
C
20hm
15. A man is 18 years older than his wife. If their total age is 68 years, how
old is the man?
16. The interior angle of a regular polygon is 1400. Find its exterior angle.
17. Work out: a7 ÷ a2
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18. Mother had 18 blue pens and 12 green pens in a packet. She picked at
random and gave her son one pen. What is the probability that she gave her
son a blue pen?
19. 7 men working at the same rate can take 6 days to finish a certain
task. How many days will 3 men working at the same rate take to
finish a similar task?
20. Without using direct division, show that 315 is completely divisible by 3.
SECTION B: (60 MARKS)
21. Work out; (b) 4 0 4 0
(a) 8 7 9 3 x 12
+4 1 4 4 8
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22. A maid went to the shop with a fifty thousand shilling note and
bought the following items.
Item Quantity Unit cost Amount
Fountain pen 2 Shs 8000 ___________
Sugar ______ kg Shs 5000 Shs 5000
Milk 2 1 litres ___________ Shs 6000
2
Total expenditure ____________
(a) Complete the table above.
(b) Work out the change that was given to the maid.
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23. In a class of forty pupils, 30 like Football (F), 12 like Netball (N) , y like
both games and two like neither of the games.
(a) Complete the venn diagram using the given information.
n(Σ) = 40
n(F) n(N)
(b) How many pupils do not like Football?
24. Matata left home at 7:00am for town A at a speed of 120km/hr
reaching there at 9:00am.
(a) For how long did he move?
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(b) How far is his home from town A?
25. Solve these equations.
n
(i) −3= 5 (ii) 2 (x – 1) = 12
2
26. With the help of a sharp pencil , ruler and pair of compasses only;
(a) Construct a triangle PQR where angle PQR = 1200, line PQ = 4cm and
line QR = 6.5cm.
(b) Measure; (i) angle QRP ______________________________
(ii) line PR = _______________________________________
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27. Simon, Solomon and Sarah shared shs 45000 in the ratio of 2 : 5 : 3
respectively.
(a) Find the share of;
(i) Solomon (ii) Sarah
(b) Express the amount of Simon as a percentage of the total share.
28. Study the figures below and find the unknowns in degrees.
(a) (b)
3k 700
500
600 m
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29. Study the tank below and use it to answer questions that follow.
80cm
50cm
100cm
(a) Find the volume of the tank below.
(b) How many litres of water can make the tank to be half full?
4.8 x0.12
30. Simplify: (a)
0.6 x0.08
200
(b) to its lowest terms.
300
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31. Given that line MN = 2x – 4cm, line NO = x + 2cm and line PO = x + 3cm.
x + 3cm
P O
x + 2cm
M 2x - 4cm N
(a) Find the value of x.
(b) Find its actual length.
(c) Work out the area of the above rectangle.
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32. The pie-chart below shows the farmers who sold their products at a
trade show.
Carrots
500
(a) Find the value of y.
Maize
1000
y Watermelon
Pineapples
(b) If 108 farmers sold maize, find the total number of farmers who sold
at the trade show.
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