ZULULAND DISTRICT: GENERAL EDUCATION AND TRAINING (GET)
Helping Our Schools Transform Little People into Future Giants
GRADE 09
MATHEMATICS
MARCH MARKING GUIDELINE
2024
Marks : 50
This memorandum consists of 3 pages including the cover page.
IMPORTANT INFORMATION
• This is a marking guideline. In instances where learners have used
different but mathematically sound strategies to solve the problems,
they (learners) should be credited.
• Underline errors committed by learners and apply Consistent Accuracy
(CA) marking
1
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Mathematics Grade 9 KZN March Test 2024 Memo
Grade 9 Mathematics memorandum from the KZN March Test 2024, 3 pages. Read online or get the free PDF download, question paper linked when available.
Mathematics · Grade 9 · KZN March Test · 2024. Memorandum, 3 pages. Read online or download the PDF.
- Subject
- Mathematics
- Grade
- Grade 9
- Document type
- Memorandum
- Year
- 2024
- Exam period
- KZN March Test
- Curriculum
- CAPS
- Pages
- 3
- File size
- 307.4 KB
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This exam
KZN March Test 2024
- Other filesQuestion paperMemo
Document textSearch extracted text and jump to a page.
Question 1 [10]
1.1. Aü (1)
1.2. Dü (1)
1.3. Dü (1)
1.4. Aü (1)
1.5. Cü (1)
1.6. Bü (1)
1.7. Dü (1)
1.8. Bü (1)
1.9. Aü (1)
1.10. Cü (1)
Question 2 [10]
2.1. 2.1.1. A factor ü (1)
2.1.2. A prime number ü (1)
2.1.3. A cube number ü (1)
2.2. 300 = 2! × 3 × 5! ü 2! × 3 × 5! : 1 mark (3)
!
475 = 5 × 19 ü 5! × 19: 1 mark
5 700: 1 mark
5! × 2! × 3 × 19
5 700 ü
2.3. Bigger Brown Formula: 1 mark (4)
"#$%&'() "#$%&'() 64 𝑘𝑚/ℎ : 1 mark
𝑠𝑝𝑒𝑒𝑑 = %#*) ü 𝑠𝑝𝑒𝑒𝑑 = %#*)
+,- /+-0* 60 𝑘𝑚/ℎ : 1 mark
𝑠𝑝𝑒𝑒𝑑 = .- 𝑠𝑝𝑒𝑒𝑑 = +1234$ Answer 60 𝑘𝑚/ℎ: 1 mark
𝑠𝑝𝑒𝑒𝑑 = 64 𝑘𝑚/ℎ ü 𝑠𝑝𝑒𝑒𝑑 = 60 𝑘𝑚/ℎ ü
Brown is travelling at a lowest speed of 60 km/h or Brown is slower. ü
Question 3 [08]
3.1 −4(−5) + 293 × (−6): + 0 Simplification: 1 mark (2)
= 20 − 36 ü −16: 1 mark
= −16 ü
,!
3.2. − 5 + 5(−2) − 3 −6 − 10 − 3: 1 mark (2)
= −6 − 10 − 3 ü −19: 1 mark
= −19 ü
3.3. 7 (4)
6.
; 7 − √49√−125:
! : 1 mark
/
7
2(−5): 1 mark
= / − 2(−5) üü 3 + 10: 1 mark
7
= / + 10 13: 1 mark
= 3 + 10 ü
= 13 ü
2
Question 4 [12]
4.1. 2, × 2, Adding exponents: 1 mark (2)
2,8, ü 26 : 1 mark
26 ü
'
4.2. #
9.+7: " × = %% > 13𝑥 / × 1: 1 mark (3)
$ &
! 𝑥 , : 1 mark
9: () ./
./: ! × . ü or 13𝑥 ?. 1 mark
:
:* ü
./
or 13𝑥 ?. ü
:
?! .
4.3. !: +( @ : 1 mark (4)
> /@) ? (
),+( #
)
!#)
.
) üü Positive exponent: 1 mark
),+( #
=
!#)
> Simplification: 1 mark
( 7@ ) 7: ) @ )
*,+) #) or : 1 mark
ü ,: +) ,
7@ *
7@ ) 7: ) @ )
,: +)
or ,
ü
4.4. 5,3 × 10?, + 1,4 × 10?/ 0,53 × 10?/ : 1 mark (3)
= 0,53 × 10?/ + 1,4 × 10?/ ü Simplification: 1 mark
= 1,93 × 10?/ ü 0,00193: 1 mark
= 0,00193 ü
Question 5 [10]
5.1. The constant different between each term is 3. ü Constant difference: 1 (3)
𝑇' = 3 × 𝑛 + 𝑐 mark
𝑐 = −5 − 3 Value for c: 1 mark
𝑐 = −8 ü 3 × 𝑛 − 8: 1 mark
∴ 𝑇' = 3 × 𝑛 − 8 ü
5.2. 𝑛 = 60 Substitution: 1 mark (3)
𝑇' = 3 × 𝑛 – 8 Simplification: 1 mark
𝑇+- = 3 × 60 – 8 ü 𝑇+- = 172 : 1 mark
𝑇+- = 180 – 8 ü
𝑇+- = 172 ü
5.3. 𝑇' = 55 Equation: 1 mark (4)
55 = 3𝑛 − 8 ü Simplification: 1 mark
55 + 8 = 3𝑛 − 8 + 8 ü 𝑛 = 21: 1 mark
63 = 3𝑛 𝑇!. = 55: 1 mark
𝑛 = 21 ü
∴ 𝑇!. = 55 ü
3
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