2014-TSA-MATH-6ME1-1 1
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6 M E 1
Education Bureau
Territory-wide System Assessment 2014
◈Primary 6
Mathematics
Instructions:
1. Stick barcode labels on pages 1, 3, 5, 7 and 9 in the spaces provided.
2. There are 39 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.
School Code
學校編號 班別
Class6 班號
Class No.*6ME1*
請把電腦條碼貼在方格內 Please stick the barcode label in the box
◈ 2014 年小六全港性系統評估暫停舉行。此評估是學校以自願形式參與,而非全體小六學生參與的全港性系統評估。
The 2014 P6 TSA has been suspended. Participation in the 2014 P6 TSA is on a voluntary basis. As a result, this is a TSA in which not all P6 students will participate.
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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1. Which of the following numbers has the digit ‘8’ in its hundreds place?
A. 98.137 B. 981.37 C. 9813.7 D. 98137
2. 9 is a factor of
A. 32.
B. 18.
C. 6.
D. 3.
3. List all the factors of 34.
Answer:
4. The Least Common Multiple (L.C.M.) of 15 and 24 is .
5. Which of the following fractions has its value nearest to 1?
(Circle the answer) 15
6 , 15
7 , 15 9
2014-TSA-MATH-6ME1-3 3
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6. The first common multiple of 4 and 14 is 28.
Which of the following numbers is their third common multiple?
A. 2 B. 56 C. 84 D. 112
7. Shade the triangles in the figure below so that the shaded part is 5
6 of the whole figure.
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8. (a) Change 3 2
15 into an improper fraction.
Answer:
(b) Change 85
8 into a mixed number.
Answer:
9. Which of the following fractions is the largest?
(Circle the answer)
27
9 , 278 , 21 8
10. Change 0.15 into a fraction and reduce it to the simplest form.
Answer:
2014-TSA-MATH-6ME1-5 5
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11. In the number 0.009, what is the value represented by the digit ‘9’?
A. 9
B. 9 10
C. 9 100
D. 9 1000
12. When 750 is divided by 14, the quotient is and the remainder is .
13. 25
8 + 5
6 =
14. 2
7 × 3
4 × 21
3 =
15. 27 – 7.3 + 0.65 = __________
16. 5.16 ÷ 0.3 = __________
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17. Polly had 8 kg of rice originally. After eating 41
5 kg of rice, she buys 31
2 kg.
How many kilograms of rice does Polly have now?
(Show your working)
18. Lisa and Kenny donate some pocket money to charity.
(a) Kenny has $100 of pocket money.
He donates 40% of it.
Kenny donates $ .
(b) Lisa has $150 of pocket money. She donates 30% of it.
Lisa donates $ * more / less than Kenny.
(*Circle the answer)
2014-TSA-MATH-6ME1-7 7
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19. John has 1.5 litres of milk. After drinking 0.6 litres of milk, he divides the remaining milk equally into 5 cups.
How much milk is there in each cup?
(Show your working)
20. (a) Change 9% into a decimal.
Answer:
(b) Change 0.55 into a percentage.
Answer: %
21. There are 1.5 L of juice in a bottle.
Susan uses 2.5 bottles of juice to make fruit punch.
She uses L of juice altogether.
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22.
(a) The clock above showed the time Jenny left school.
The time was minutes to in the afternoon.
(b) Jenny reached home at .
In‘24-hour time’, the time was : .
(c) Jenny took minutes to return home from school.
23. Fill in the following blanks with suitable units.
(a) The depth of water in a training swimming pool is about 1 .
(b) A child weighs about 30 .
(c) The capacity of a bucket is about 15 .
9
3
6 12 1
2
4 7 5
8 10
11
2014-TSA-MATH-6ME1-9 9
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24. Eva filled up a vase with water. She poured all the water into an empty bucket.
Then she poured the water from the bucket into an empty plastic basin until it overflows.
The capacity of the plastic basin is
* smaller than / equal to / larger than that of the vase.
(*Circle the answer)
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25. (a) Fill up a glass with juice. Then pour all the juice into a measuring cup.
The capacity of a glass is mL.
(b) Fill up a teapot with water. Then pour all the water into a measuring cup.
The capacity of a teapot is L.
(c) The total capacity of three glasses is mL * more / less
than the capacity of a teapot. (*Circle the answer)
500 mL
1L
2014-TSA-MATH-6ME1-11 11
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26. The following figure is made up of square A and rectangles B and C. The areas of B and C are equal.
(a) The area of A is ________ cm2. (b) The area of B is ________ cm2.
27. The radius of a circular carpet is 70 cm.
Its circumference is cm. ( Take π as 22 7 ) 28.
The pyramid above has faces
and edges.
Go on to the next page
3 cm
7 cm
B C
A
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C
29.
30.
Among the figures above, the triangle with three equal sides is .
(Write the letter for the answer)
It is * an isosceles / a right-angled / an equilateral triangle.
(*Circle the answer)
The average speed of a bus is about
60 _________________ . (Give a suitable unit) E
B
D
A C
2014-TSA-MATH-6ME1-13 13
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31.
In the figure above, point O is the centre of the circle.
(a) Which of the straight lines below is a radius?
A. PY
B. PO
C. PZ
D. PQ
(b) The shaded part is
* an isosceles / a right-angled / an equilateral triangle.
(*Circle the answer)
Go on to the next page
O P
Q
Z Y
•
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32. Study the following 2-D shapes. Write the letter(s) for the answer.
(a) Which of the 2-D shapes above has / have parallel lines?
Answer:
(b) Which of the 2-D shapes above has / have perpendicular lines?
Answer:
33. Which of the following stands for
‘y plus 1 is divided by 6’?
A. y + 1 6
B. y
6 + 1
C. y + 1 6
D. 6 y + 1
B D
A C
2014-TSA-MATH-6ME1-15 15
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34. The facilities of Ideal School are shown in the map below.
(a) Library is to the of Sports Ground.
(b) is to the south-west of Classrooms.
(c) From Car Park, the swimming coach goes
to reach Classrooms. Then he turns to reach Swimming Pool.
Go on to the next page
(direction) (direction)
數學學校
N Sports Ground Library
Canteen
Classrooms
Car Park Swimming Pool Staff Room
(direction)
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35. 30.5 = 8.3 + 2x
x =
36.
Linda buys 8 pens and a notebook for $120. Find the price of one pen by the method of solving an equation.
(Show your working)
$24.00 each
2014-TSA-MATH-6ME1-17 17
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37. The following table shows the quantities of recycled items collected by Happy Estate last week.
Recycled
item Plastic
bottle Aluminium
can Battery Glass bottle Quantity
(pieces) 50 70 30 50
According to the information above, construct a pictogram and give it a title.
(Title)
Go on to the next page
Each stands for 10 pieces
Plastic
bottle Aluminium
can Battery Glass
bottle
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38. Mr Cheung did a survey on the number of mobile phones owned by the pupils of Primary Six classes. Then he drew the following bar chart.
Number of Mobile Phones Owned by the Pupils of Primary Six Classes
(a) Class has the largest number of mobile phones.
They have mobile phones.
(b) Primary Six pupils have a total of mobile phones.
(c) Class 6A has * more / less
mobile phones than Class 6E. (*Circle the answer) 0
8 9 10
6A
Class
6B 6C 6D 6E
6 5 4 3 2 1 7
Number of mobile phones
2014-TSA-MATH-6ME1-19 19
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39. At first there were 10 people in a lift and their average weight was 75 kg.
Then a child weighing 31 kg entered the lift.
The average weight of these 11 people was kg.
― END OF PAPER ―
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©Education Bureau, HKSAR 2014 Prepared by the Hong Kong Examinations and Assessment Authority