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GAUTENG DEPARTMENT OF EDUCATION
PROVINCIAL EXAMINATION
JUNE 2017
GRADE 6
MATHEMATICS
DISTRICT________________________________________________________________
SCHOOL NAME __________________________________________________________
CLASS (e.g. 6A) __________________________________________________________
NAME AND SURNAME _____________________________________________________
17 pages
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Gr 6 Mathematics (English) June 2017 Question Paper hlayiso.com
Mathematics · Grade 6 · Gauteng June Exam · 2017 · English. Question paper, 17 pages. Read online or download the PDF.
- Subject
- Mathematics
- Grade
- Grade 6
- Language
- English
- Document type
- Question paper
- Year
- 2017
- Exam period
- Gauteng June Exam
- Pages
- 17
- File size
- 746.8 KB
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MATHEMATICS 2
GRADE 6
GAUTENG DEPARTMENT OF EDUCATION
PROVINCIAL EXAMINATION
MATHEMATICS
TIME: 1½ hours
MARKS: 75
INSTRUCTIONS
1. Read ALL the instructions carefully.
2. Question 1 consists of 10 multiple-choice questions. Circle the letter of the correct answer.
3. Answer questions 2 to 20 in the spaces or frames provided.
4. All calculations must be shown on the question paper and may not be done on separate rough
paper.
5. Write neatly and legibly.
6. The use of a calculator is not allowed.
P.T.O.
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MATHEMATICS 3
GRADE 6
SECTION A
MULTIPLE-CHOICE QUESTIONS
1. Circle the letter of the correct answer.
1.1 What is the value of the underlined digit in 34 502 344?
A 50 000
B 500 000
C 5
D 5 000 000 (1)
1.2 Which of the following fractions has the highest value?
3 3 4 1
; ; ;
5 4 10 2
3
A
5
3
B
4
4
C 10
1
D (1)
2
1.3 What is 12,25 × 10 ?
A 1,225
B 12 250
C 1 225
D 122,5 (1)
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MATHEMATICS 4
GRADE 6
1.4 What is the missing number in the following number sentence?
(250 + 0 + 50) × = 300
A 600
B 1
C 0
D 6 (1)
1.5 What is the next number in the following sequence?
7,5 ; 7,7 ; 7,9 ; ...
A 8,1
B 7,11
C 9,9
D 8,11 (1)
1.6 What is the name of the 3-D object illustrated below?
A A rectangular prism
B A triangular prism
C A triangular-based pyramid
D A rectangular-based pyramid (1)
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MATHEMATICS 5
GRADE 6
1.7 What 3-D object has 9 vertices, 16 edges and 9 faces?
A Nonagon
B Octagon
C Octagonal pyramid
D Octagonal prism (1)
1.8 The following pictograph is a representation of the number of visitors at a water
park per month. How many more visitors were there in March than in February?
Number of visitors to the water park per
month
A 3
B 1 000
C 1 500
D 7 500 (1)
1.9 What is the median of the following data set?
55 ; 67 ; 75 ; 42 ; 75 ; 19 ; 88 ; 31 ; 8 ; 75 ; 12
A 88
B 75
C 19
D 55 (1)
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MATHEMATICS 6
GRADE 6
1.10 What is the mode of the following data set?
12 ; 17 ; 17 ; 12 ; 30 ; 25 ; 17 ; 10 ; 26 ; 18 ; 20
A 30
B 25
C 12
D 17 (1)
[10]
2. Answer the following questions in the spaces provided:
2.1 Rounding off:
2.1.1 Round 19 455 off to the nearest 10. ________________________ (1)
2.1.2 Round 28 498 off to the nearest 1 000. _____________________ (1)
2.2 Choose ONE number from the box that is being described in each statement.
30 80
37 9
31 39 4
2.2.1 A multiple of 15: ____________ (1)
2.2.2 A prime number between 35 and 40: ____________ (1)
2.2.3 A factor of 40: ____________ (1)
2.3 Fill in the missing number in the number sentence:
378 + 10 − 6 + 6 − ... = 378 (1)
[6]
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MATHEMATICS 7
GRADE 6
3 Calculate the answers for Question 3. Use any method. Show your steps.
3.1 348 143 + 594 845
(2)
3.2 98 268 – 95 931
(2)
3.3 5 463 35
(3)
3.4 7 557 ÷ 25
(3)
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MATHEMATICS 8
GRADE 6
3.5 2 5
3 4
9 9
(2)
3.6 9 2
10 5
(2)
3.7 3
of 91
7
(2)
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MATHEMATICS 9
GRADE 6
3.8 9,45 + 3,2 =
(2)
3.9 54 ÷ (9 – 3) + 4 =
(2)
[20]
4. Complete the table below with an equivalent fraction, decimal fraction and percentage.
Fraction Decimal fraction Percentage
3
0,3
10
3
75%
4
0,5 50%
[3]
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MATHEMATICS 10
GRADE 6
5. Answer the questions about the flow diagrams.
5.1 Fill in the missing input and output number in the following flow diagram.
INPUT
INPUT OUTPUT
OUTPUT
5 1
9 3
11 4
13
9
(2)
5.2 Complete the flow diagram below by filling in the missing rule
INPUT OUTPUT
1
2 ×3
(1)
[3]
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MATHEMATICS 11
GRADE 6
6. Examine the diagram pattern below and answer the questions that follow.
1 2 3
Square Square Squares
6.1 How many s
matches are added each time to make another square?
_______________________________________________________ (1)
6.2 Fill in the missing number in the table, based on the pattern.
Number of squares 1 2 3 10
Number of match sticks 4 7 10
(1)
[2]
7. Sabelo trains for a marathon by running every day for 7 days. Each day he runs twice as
far as he did the previous day. On day 1 he ran 1 km. Use the table below to answer the
questions.
Day 1 2 3 4 5 6 7
Distance in Km 1 2 4
7.1 How far did Sabelo run on day 7?
______________________________________________________ (1)
7.2 On which day did Sabelo run 32 km?
______________________________________________________ (1)
7.3 Ayanda also ran every day for 7 days. He ran 12 km on day 1. Each day he ran
5 km further than he did the previous day. On which day did Ayanda run twice as
far as Sabelo?
(1)
[3]
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MATHEMATICS 12
GRADE 6
8. Write down the name of each figure in the spaces below.
[3]
9. Draw all the lines of symmetry for the rectangle below.
[1]
10. Name the kinds of angles represented in each diagram below.
10.1
(1)
________________________________________________________
10.2
_______________________________________________________ (1)
10.3
_________________________________ (1)
[3]
P.T.O.
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MATHEMATICS 13
GRADE 6
11. At a particular moment, times are noted in cities around the world. Use the timeline to
answer the questions that follow.
07:57 12:57 13:57
New York London Paris
11.1 What is the time difference between New York and Paris?
_____________________________________________________ (1)
11.2 What will the time be in New York if it is 14:14 in London?
_____________________________________________________ (1)
[2]
12. The analogue clock face below shows the time in the afternoon. Write the time indicated
in 12-hour digital time. Remember to indicate a.m. or p.m.
_______________________________________________________________
[2]
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MATHEMATICS 14
GRADE 6
13. A movie starts at 19:15 and ends two hours and 25 minutes later. At what time did the
movie end?
[2]
14. Convert the following measurements:
14.1 3 ℓ 68 mℓ = __________ ℓ (1)
14.2 1
12 kℓ = ______________ ℓ (1)
2
14.2 4 decades = __________ years (1)
[3]
15. Mary poured 3,8 ℓ of water into a jug. During the day, she drank 500 mℓ of the water.
How much water was left in the jug?
[2]
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MATHEMATICS 15
GRADE 6
16. The data below shows the cold drinks sold by Mrs Smith over the weekend. Draw a bar
graph to represent this data.
Day Saturday Sunday
Number of cold drinks sold 30 45
Cold drink sales over the weekend
50
Number of cold drinks sold
40
30
20
Number of cold drinks sold
10
0
Saturday Sunday
Day of the week
Day of the week
[2]
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MATHEMATICS 16
GRADE 6
17. Answer the questions about the graph below.
The
The amountofofwater
amount that Themba’s
waterThemba’s family
family usesuses
in ainday
a day
Litres of water
Activities
17.1 Which activity in this home uses the most water in one day?
_________________________________________________________ (1)
17.2 How much more water is used when the tap is left on while brushing teeth, than if
the tap is turned off while brushing teeth?
_________________________________________________________ (1)
[2]
18. A snail crawls at a steady rate of 8 cm every 10 minutes. How far will it crawl in
25 minutes?
[2]
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MATHEMATICS 17
GRADE 6
19. Linda received R483 for her birthday. She decided to save one third of her money, and
spend the rest on a new pair of shoes. How much did her shoes cost?
[2]
20. How many triangles of different sizes are there in the following diagram?
______________________________________________________________ [2]
TOTAL: 75
END
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