Province of the
EASTERN CAPE
EDUCATION
SENIOR PHASE
GRADE 9
JUNE 2010
MATHEMATICS
MARKING GUIDELINE
MARKS: 100
TIME: 2 hours
This Marking Guideline consists of 05 pages.
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Mathematics Grade 9 June Common 2010 Memo (English)
Grade 9 Mathematics memorandum from the June Common 2010 (English), 6 pages. Read online or get the free PDF download, question paper linked when available.
Mathematics · Grade 9 · June Common · 2010 · English. Memorandum, 6 pages. Read online or download the PDF.
- Subject
- Mathematics
- Grade
- Grade 9
- Language
- English
- Document type
- Memorandum
- Year
- 2010
- Exam period
- June Common
- Curriculum
- CAPS
- Pages
- 6
- File size
- 361.2 KB
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This exam
June Common 2010
- Other filesMemo · EngMemo · Afr
Document textSearch extracted text and jump to a page.
2 MATHEMATICS (JUNE 2010)
SECTION A
1. D√
(JUNE 2010) MATHEMATICS 3
2. C√
3. B√
4. C √√
5. A √√
6. A√
7. C√
8. B√
9. A √√
10 A√
11. D√
12. A √√
13. C√
14. D √√
15. B√
16. C√
17. C√
18. D √√
19 D √√ [26]
SECTION B
QUESTION NO SOLUTION MARK
ALLOCATION
1.1.1 2
1 1 mark
3
= 3k m √√ -4 specifically for
negative index
1.1.2 4
2 2
=-[(a -4a+4) +(a +a-6)] +8√
= -[2 a2 – 3a – 2]+8√
=-2 a2+3a+2+8√
==-2a2 + 3a + 10√
1.2 4(a + b) – x2(a+ b) 3
= (a+b)(4 – x2) √
=(a+b) (2 – x)(2+ x) √√
1.3 1112-992 2
= (111 – 99)(111 + 99) √
=12 x 210
= 2 520 √
3
1.4.1 3x + 15 – 6 = -2x – 2√
5x = -11√
x = -11/5√
1.4.2 3x + 1 = 27 3
3x + 1 = 33√
x + 1 = 3√
x=2 √
2 2.1.1 Pattern 5 =32 since the common difference is 7√ 1
4 MATHEMATICS (JUNE 2010)
2.1.2 7x1–3 =7-3=4 or any logical method 3
7x2–3 = 14–3 =11 1 mark for
7x3–3 = 21–3 =18√ exploration
1 mark for 7n
7xn -3= 7n-3√√ and 1mark for
-3
2.1.3 7x200 -3 =1397 1
2.2.1 √ 1
2.2.2 √√ Since parallel lines have the same gradient 2
Give full marks
even without
reason
2.2.3 At x-intercept, the value of y is zero. 3
√
√
√
2.2.4 √√ 2
3 3.1.1 Sum of angles of a hexagon =4x 180º 1
= 720º
3.1.2 Number of triangles in any polygon = n-2√ 2
Therefore sum of angles in any polygon =n–2 x 180º√
3.1.3 1080= 180º x 6√ 2
=180º x (8–2)
So this is an octagon√
3.2.1 2
1st Quadrant
image
(JUNE 2010) MATHEMATICS 5
3. 3.2.2 See 3.1.1 4th quadrant√ 3
A (2;-1), B (3;0), C (2;0), D (1;-1) √√ 1 mark for
correct image
2 marks for
correct co-
ordinates
4 4.1 S = d/ t 4
20 km/h = 1√
t
t = 0,05 h√
= 3 min√
The rear of the train will emerge at 1:06 pm or 13:06√
4.2 8 - 5 =135 ℓ √ 4
11 8
64-55 =135ℓ
88
9 = 135ℓ √
88
So full capacity =135ℓ x88√
9
=1320ℓ√
4.3 Volume of a cylinder = πr2h√ 4
=22x 64cm2x17cm√√ 1 mark
7 specifically
for the correct
= 3 419,43 cm3√ height
5 5.1.1 72º =1/5 √ 1
360º
5.1.2 Number of learners for English= 126º x 120 = 42 learners√√ 2
360º
5.1.3 180º -72º =108º (angles on a straight line) √ 3
Number of learners for Maths=108º x120
360º
= 36√
Percentage for Maths =36 x100 = 30%√
120
5.2.1 Arranged data in ascending order: 2
15; 18; 20; 20; 23; 23; 25√
Median is 20√
5.2.3 Range is 25-15=10 1
5.2.4 Mean = 15+18+20+20+23+23+25√ 2
7
= 20,57√
5.2.5 2
1 5 8√
2 0 0 3 3 5√
6 MATHEMATICS (JUNE 2010)
5.3.1 4
1 mark for
correct scaling
1 mark for
labelling axes
2 marks for
correct plotting
5.3.2 This indicates a weak correlation between the results in the 2
two subjects since the points are fairly scattered. √√ 1 mark for
conclusion
1 mark for the
reason
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