Education Bureau

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Please do not write in the margin.

6 M E 1

Education Bureau

Territory-wide System Assessment 2018

^◈

Primary 6

Mathematics

Instructions:

School Code

學校編號

P

^班別^Class

6

^{Class No.}^班號

1. Stick barcode labels on pages 1, 3, 5, 7 and 9 in the spaces provided.

2. There are 36 questions in this test. Answer all questions.

3. Time allowed is 50 minutes.

4. Write your answers in this Question-Answer Booklet.

5. Do not write in the margins.

6. Use of calculators is not allowed.

7. Do your rough work on the rough work sheet provided.

8. Write your School Code, Class and Class Number in the boxes below.

Instructions for answering questions:

(a) Multiple choice questions – Blacken the circle next to the correct answer with an HB pencil.

For example:

A

B

C

D

(b) Questions in which you are asked to “Show your working” – Write your mathematical expressions, answers and statements/conclusions in the spaces provided. There is NO need to show your rough work.

(c) Other types of questions – Answer as required in the spaces provided.

*6ME1*

請把電腦條碼貼在方格內 Please stick the barcode label in the box

此格只許填寫一個大楷英文字母 Write one capital letter in this box

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2018-TSA-MATH-6ME1-2 2

1. Which of the following numbers has the digit ‘6’ in its ten thousands place?

 A. 6 182 ^ B. 60 281  C. 82 106 ^ D. 82 160

2. Which of the following numbers is a multiple of 28?

^ A. 14 ^ B. 46 ^ C. 56 ^ D. 64

3. List all the factors of 76.

Answer:

4. The Highest Common Factor (H.C.F.) of 16 and 24 is .

5. 4

7 is * smaller than / equal to / larger than 7 7 .

(*Circle the answer)

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6. The first common multiple of 6 and 15 is 30.

Which of the following numbers is their third common multiple?

 A. 3  B. 18  C. 45  D. 90

7. Shade the figure below with a pencil so that the shaded part is 2

3 of the whole figure.

(4)

8. (a) Change 42

3 into an improper fraction.

Answer:

(b) Change 25

7 into a mixed number.

Answer:

9. Which of the following fractions is the smallest?

(Circle the answer) 37 ， 2

7 ， 35

10. Change 0.45 into a fraction and reduce it to the simplest form.

Answer:

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11. In the number 1.38, what is the value represented by the digit ‘3’?

 A. 3

 B. 30

 C. 3 10

 D. 3 100

12. 12 ÷ 14 × 21 ＝ __________

13. 13 + 5

6 7

9 ＝

14. 178 ÷ 21 7 ＝

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15.

16.

2.4 + 1.8 0.05 ＝ __________

1.8 × 5 × 7.2 ＝ __________

17. (a) Change 0.28 into a percentage.

Answer: % (b) Change 0.01% into a decimal.

Answer:

18. There are 96 trees in the park. 3

8 of them are pine trees.

There are __________ pine trees in the park.

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19.

Carnival

Admission Ticket Game Coupon

$10.00 each

$5.50 each

William buys 1 carnival admission ticket and 5 game coupons. How much should he pay altogether?

(Show your working)

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20. Sale

All computers: 20% off

The original price of a computer was 5 500 dollars.

During the sale, it was sold at dollars.

21. A pencil costs 8.9 dollars and Stella has 102 dollars.

Which of the following expressions is most suitable for estimating the number of pencils she can buy at most?

 A. 110 ÷ 9

 B. 100 ÷ 9

 C. 110 ÷ 8

 D. 100 ÷ 8

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22. Jane and Kenny had lunch together in the canteen.

(a) The clock above showed the time Jane arrived at the canteen.

The time was minutes past in the afternoon.

(b) Kenny arrived at the canteen at 1:20 p.m.

In ‘24-hour time’, Kenny arrived at the canteen at : .

(c) Kenny arrived at the canteen

minute(s) * earlier / later than Jane.

9 3

6 12 1

2

5 4 7

8 10 11



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2018-TSA-MATH-6ME1-10 10

23. (a) Fill up a jar with water. Then pour all the water in the jar into a measuring cup.

The capacity of the jar is L.

(b) Fill up a bottle with water. Then pour all the water in the bottle into a measuring cup.

The capacity of the bottle is mL.

(c) The capacity of the jar is

* larger than / equal to / smaller than the capacity of the bottle.

1L

500 mL

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24.

The trapezium above is made up of a right-angled triangle A and a rectangle B.

(a) The area of A is cm².

(b) The area of the trapezium is cm².

25.

An iron wire 15 cm long is bent into a circular coil.

The diameter of the circular coil is about cm.

(Give the answer as a whole number)

5 cm

A

6 cm B

3 cm

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2018-TSA-MATH-6ME1-12 12

26.

The cuboid above is made up of 2 cubes. The side of each cube is 5 cm.

The volume of the cuboid is cm³.

27. The average speed of a school bus is

 A. 40 km/h.

 B. 40 km.

 C. 40 h/km.

 D. 40 h.

5 cm

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28. In the figure below, O is the centre of the circle. P, Q, Y and Z are points on the circumference.

(a) Which of the following lines is a diameter?

 A. PQ

 B. OY

 C. YZ

 D. OZ

(b) The shaded part in the figure is

* an isosceles / a right-angled / an equilateral triangle.

P O

Z Y

• Q

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2018-TSA-MATH-6ME1-14 14

29.

The figure above is a * pyramid / prism . (*Circle the answer)

It has vertices.

30. There are y pieces of cake in a box. A customer can get one more piece of cake for buying a box of cake. If Wilson buys 6 boxes of cake, how many pieces of cake can he get altogether?

 A. 6y

 B. 6y + 1

 C. y + 1 × 6

 D. (y + 1) × 6

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31. The floor plan of a shopping mall is shown below.

(a) Snack Zone is to the of Sale Zone.

(b) Starting from Commodity Zone, Linda goes to reach Sale Zone.

Then she turns to reach Jewellery Zone.

(direction)

N

Toilet Snack Zone

Sale Zone Jewellery Zone

Commodity Zone

(direction)

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2018-TSA-MATH-6ME1-16 16

32. 12 = y – 5

y =

33. After Eva has spent 60 dollars of her pocket money, she donates one third of the remaining amount for charity.

Eva donates 90 dollars. Find the original amount of Eva’s pocket money by the method of solving an equation.

(Show your working)

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34. A teacher did a survey on the favourite talent shows of Primary Six pupils. The results are as follows:

Talent show Singing Drama Magic Dancing Kung Fu Number of

pupils 50 30 60 40 20

According to the information in the table above, complete the pictogram below. Give it a title and add the names of the talent shows.

(Title)

Each stands for 10 pupils

Drama Dancing Kung Fu

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2018-TSA-MATH-6ME1-18 18

35. The following bar chart shows the number of pupils in Primary Six classes who took part in the speech

competition.

Number of Pupils in Primary Six Classes Who Took Part in the Speech Competition

(a) The number of Class 6B pupils who took part in the speech competition was times that of Class 6A.

(b) A total of Primary Six pupils took part in the speech competition.

6B 4

9

Class 1

0 2 3 7 6 5 8

6A 6C 6D 6E

Number of pupils

10

(19)

36. There are 9 passengers in a lift. Their total weight is 470 kg.

After a passenger weighing 70 kg has entered the lift, the average weight of the passengers in the lift is kg.

― END OF PAPER ―

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