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End-of-Year Examination Term 4, 2020 Mathematics Primary 4: Parent's Signature / Date

This document is an End-of-Year Examination paper for Primary 4 Mathematics, dated November 3, 2020. It consists of 43 questions divided into three sections, totaling 100 marks, and includes instructions for candidates on how to complete the exam. The questions cover various mathematical concepts such as number values, factors, geometry, and basic arithmetic.

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Venetia Toh
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0% found this document useful (0 votes)
84 views19 pages

End-of-Year Examination Term 4, 2020 Mathematics Primary 4: Parent's Signature / Date

This document is an End-of-Year Examination paper for Primary 4 Mathematics, dated November 3, 2020. It consists of 43 questions divided into three sections, totaling 100 marks, and includes instructions for candidates on how to complete the exam. The questions cover various mathematical concepts such as number values, factors, geometry, and basic arithmetic.

Uploaded by

Venetia Toh
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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End-of-Year Examination

Term 4, 2020
Mathematics
Primary 4

Name: __________________________ ( ) 3 November 2020


Date: ________________

Class: P4- ______________/ MA___

Time: 1 hour 45 min


43 questions
100 marks

Instructions to candidates

1. Write your name, register number and class.


2. DoParent’s Signature
not turn over / Date
this page until you are told to do so.
3. Follow all instructions carefully.
4. Answer all questions.

______________________
Section A / 30

Section B / 40
This booklet consists of 18 printed pages.

Section C / 30
Parent’s Signature / Date:
Total / 100
_________________

This booklet consists of 18 printed pages


Section A
Questions 1 to 15 carry 2 marks each.
For each question, four options are given. One of them is the correct answer.
Make your choice (1, 2, 3 or 4) and shade your answer on the Optical Answer Sheet.
(30 marks)
__________________________________________________________________________

1) The value of the digit 3 in 78 345 is ____________.

(1) 30

(2) 300

(3) 3000

(4) 30 000

2) In which of the following are the numbers arranged from the smallest to the greatest?

(smallest) (greatest)
(1) 4208 , 4802 , 4280

(2) 4802 , 4280 , 4208

(3) 4280 , 4208 , 4802

(4) 4208 , 4280 , 4802

3) In which of the following numbers does the digit 5 stand for 5 hundredths?

(1) 3.548

(2) 5.264

(3) 7.385

(4) 9.253

1
4) Which number below is 2.3 less than 7.35?

(1) 5.05

(2) 7.12

(3) 7.58

(4) 9.65

5) How many one-quarters are there in 3 wholes?

(1)

(2) 1

(3) 12

(4) 4

6) In the figure, which angle is a right angle?

(1) ∠a

(2) ∠b

(3) ∠c

(4) ∠d

7) Estimate the time taken for a lift to travel from the 1st floor to the 10th floor,
without stopping in between.

(1) 3s

(2) 30 s

(3) 6 min

(4) 15 min

2
8) ABCD is a square with area 36 cm2. What is the length of one side of the square?

A B
(1) 6 cm

(2) 9 cm

(3) 18 cm

(4) 24 cm D C

9) A number is a factor of 42.


When 4 is added to the number, it becomes a multiple of 7.
What is the number?

(1) 6

(2) 7

(3) 3

(4) 14

10) 15 ÷ 4 = 10 × ?

What is the missing number in the box?

(1) 0.303

(2) 0.333

(3) 0.375

(4) 0.385

3
11) The length of a string is 25.1 m when rounded to 1 decimal place.
Which of the following is the shortest possible length of the string?

(1) 25.049 m

(2) 25.087 m

(3) 25.099 m

(4) 25.105 m

12) The total amount of water a jug and a container can hold is .

The jug can hold  of water.


How much more water can the container hold than the jug?

(1) 

(2) 

(3) 

(4) 

13) Rani turns clockwise, making a -turn followed by a half-turn.


How many degrees does she turn in total?

(1) 135

(2) 225

(3) 270

(4) 315

4
14) How many letter(s) has/have no line of symmetry?

RESPECT
(1) 1

(2) 2

(3) 3

(4) 4

15) The graph shows the number of visitors to the museum in the first 6 months.

8000
7000
Number of visitors to the

6000
5000
museum

4000
3000
2000
1000
0
January February March April May June

What was the greatest increase in the number of visitors to the museum
over a two-month period?

(1) 5000

(2) 6000

(3) 3000

(4) 4000

5
Section B
Questions 16 to 35 carry 2 marks each. Show your working clearly and write your answers in
the spaces provided. For questions which require units, give your answers in the units stated.
(40 marks)
__________________________________________________________________________

16) Round 38 499 to the nearest thousand.

Answer: _______________

17) Some factors of 16 are 1, 2, and 16. What are the other two factors of 16?

Answer: ________ and ________

18) Find the product of 1062 and 9.

Answer: _______________

19) Express 0.6 as a fraction.

Answer: _______________

20) 9.3 – 0.43 = _____________

Answer: _______________
6
21) Write 3 as an improper fraction.

Answer: _______________

22) What fraction of the shapes shown are ?

Answer: _______________

23) Find the value of 1 – – .

Answer: _______________

24) Measure and write down the size of ∠a.

Answer: _______________o

7
25) In the figure shown, ABCD is a rectangle. Find z.

A B

27
z
34 C
D
Answer: _______________ o

26) A baker sold 352 bags of cookies. Each bag contained 28 cookies.
How many cookies did the baker sell in all?

Answer: _______________

27) Arrange the following numbers from the greatest to the smallest.

, 0.205 , 0.5 ,

Answer: __________ , __________ , __________ , __________


greatest smallest

28) Divide 247 by 8. Round your answer to 1 decimal place.

Answer: _______________

8
3
29) Sally had 144 beads. She used of them to make a necklace.
8
How many beads did she use?

Answer: _______________

30) Complete the rectangle ABCD and label it.

31) Ahmad wanted to turn 225 o clockwise but he turned anti-clockwise instead and
ended up facing the school. Where would he be facing if he had turned correctly?

playground
train station mall

school library

home food centre


post office

Answer: _______________

9
32) The bus journey from Singapore to Malacca takes 3 h 35 min.
The bus arrived in Malacca at 15 20.
What time was it in Singapore when the bus departed?
Express your answer in 24 hour clock.

Answer: _______________

33) The perimeter of a rectangle is 72 cm. Its length is twice as long as its breadth.
Find the breadth of the rectangle.

Answer: _____________ cm

34) The table below shows the number of goals scored by two teams across 3 matches.
Team B scored twice the number of goals as Team A in total.
How many goals did Team B score in Match 2?

Team A Team B
Match 1 4 4
Match 2 3 ?
Match 3 5 7

Answer: _______________

10
35) The graph shows the mass of durians harvested in a plantation over 5 days.

1000
Mass of durians (kg)

800

600

400

200

0
Monday Tuesday Wednesday Thursday Friday

Durians were sold at $8 per kg. What was the greatest amount of money Mr Tan
earned in a day?

Answer: $______________

11
Section C
For questions 36 to 43, show your working clearly and write your answers in the spaces
provided. The number of marks available is shown in brackets [ ] at the end of each
question or part-question. (30 marks)

36) Three shops sold a total of 4640 buns. Shop A sold four times as many buns as
Shop B. Shop B sold 382 more buns than Shop C. How many buns did Shop B sell?

Answer: _________________ [3]

37) The figure is made up of a rectangle ABFG and a square CDEF.


Find the perimeter of the figure. 36 cm
A B

55 cm

C D

14 cm
G F E

Answer: _________________ [3]

12
38) A packet of flour weighs 3 kg and costs $5.
A baker needs 100 kg of flour to bake cakes.
What is the least amount of money the baker must spend for the flour?

Answer: _________________ [4]

13
39) The table below shows the number of points scored by the participants in a game.

The total number of points scored by all the participants was 100.

a) What is the total number of points scored by the participants who scored 2

points?

b) How many participants scored 2 points?

Points scored by
Number of participants
1 participant

0 8
1 13
2 ?
3 7
4 3

Answer: (a) _______________ [2]

Answer: (b) _______________ [2]

14
2
40) Some balls were put into a box. of the balls were red. There were twice the number
11
of green balls as red balls. The rest of the balls were blue. There were 180 more blue

than red balls. How many balls were there in the box at first?

Answer: _________________ [4]

15
41) The figure is made up of 4 identical rectangles and a square.
The length of the rectangle is three times its breadth.
The area of the unshaded square is 64 m2.
Find the shaded area of the figure.

Answer: _________________ [4]

16
42) Ming and Ben had a total of 355 marbles.
Ben and Wei had a total of 805 marbles.
Wei had 4 times as many marbles as Ming.
How many marbles did Ben have?

Answer: _________________ [4]

17
43) Tom, Jerry and Robin shared 600 cards.
When Tom gave Jerry 125 cards and Jerry gave Robin 75 cards, they each had the
same number of cards in the end.
How many more cards did Tom have than Jerry at first?

Answer: _________________ [4]

- End of Paper -

18

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