# Mathematics Grade 3 Gauteng Provincial November 2020 Memo

> Grade 3 Mathematics memorandum from the Gauteng Provincial November Exam 2020 (isiNdebele), 5 pages. Read online or get the free PDF download, question paper linked when available.

- Page: https://www.hlayiso.com/library/grade-3-mathematics-2020-gauteng-provincial-november-exam-memorandum-isindebele/cd822b8d-24ce-45ca-a2d4-217c90c7d862
- Updated: 2026-09-28
- Subject: Mathematics
- Grade: Grade 3
- Language: Isindebele
- Document type: Memorandum
- Year: 2020
- Exam period: Gauteng Provincial November Exam
- Curriculum: CAPS
- Pages: 5

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## About this document

Mathematics · Grade 3 · Gauteng Provincial November Exam · 2020 · isindebele. Memorandum, 5 pages. Read online or download the PDF.

Read it free online on the page above; download the PDF from there.

## Document text

Text extracted from the PDF. Layout, diagrams and tables may not survive extraction.

### Page 1

MEMORANDUM

TsiNdebele - Grade 3 Mathematics

HES GAUTENG PROVINCE

—> REPUBLIC OF SOUTH AFRICA

APPROVED

UMNYANGO WEZEFUNDO EGAUTENG
UKUHLOLWA KWESIFUNDA

SINYIKHABA 2020
IBANGA 3 ISINDEBELE

ISINDEBELE - IIMBALO

IMEMORANDAMU

5 Amakhasi

### Page 2

MEMORANDLM | IsiNdebele - Grade 3 Mathematics
ISIGABA A
Umbuzo |
I By | imaki
[2 Cv | imaki
[3 Dv | imaki
WA By I imaki
15 Av | imaki
16 Cv | imaki
7 Cv | imaki
18 Av | imaki
IF Dv | imaki
he) By | imaki
Umbuzo 2
2 (a) Bu
(b) 21 v 2. amamaki
22 | ikhiyubhi v T imaki
23 |(a) TOv
(b) mat jhumi v 2 amamaki
24
\ | imaki
25
liyagedeka v
Taamahlangothi ama | || imaki ependulweni
5 v ngayinye
(3 amamaki)
Linamakhona abu 8
v

### Page 3

MEMORANDLM | IsiNdebele - Grade 3 Mathematics
26 |lOe-3e=7e v | imaki
21 Tphethini ekhulako /zalisa nga 507 +50 v | imaki
28 |R25 v l imaki
29° (a) 4:45 v
(b) imizuzu elit, jhumi libethile iiri lekhomba v 2 imaki
210 |{a) 682 v
(b) IJ2 v 2 amamaki
2il
v | imaki
212 |(a) Ib v
(b) AAA A Y 2 amamaki
213 (a) iVenus v imaki linye
(b) 30 v ependulweni
(c) 10 v ngayinye
(3 amamaki)
2IL (a) v I imaki
ependulweni
(b) amakota ama L v ngayinye
(2 amamaki)

### Page 4

–

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(

      –           –   –   
      –       –
     –
      

                              

         

       
     

     ÷    
    

                                  4

### Page 5

–

                             
                                                                                                  

0       5           10       15           20   25        30        35        40        45        50        55            60

                ÷                     

    
    0       3            6        9       12        15        18        21        24        27        30        33            36

            −  
             

                                                                        5

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