# Mathematics Grade 3 Gauteng Provincial November 2020 Memo

> Grade 3 Mathematics memorandum from the Gauteng Provincial November Exam 2020 (Xitsonga), 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-xitsonga/97a37df1-9196-40f1-a0c4-700376ef1f20
- Updated: 2026-09-28
- Subject: Mathematics
- Grade: Grade 3
- Language: Xitsonga
- 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 · xitsonga. 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

SOR GAUTENG PROVINCE
R PpulIC ak SOUTH AFRICA

NDZAWULO YA DYONDZO YA GAUTENG
XIKAMBELO XA XIFUNDZHA

HUKURI 2020
GIREDI YA 3

| XITSONGA - MATEMATIKI |

MEMORANDAMU

Tiphe ji ti 5

### Page 2

MEMORANDAMU Xitsonga - Giredi ya 3 Matematiki

XIYENGE XA A
XIVUTISO XA |
I] By maraka yil
[2 Cy maraka yil
[3 Dv maraka yil
WA By maraka yil
15 Av maraka yil
16 Cy maraka yil
7 Cv maraka yil
18 Av maraka yil
IF Dv maraka yil
hie) By maraka yil
XIVUTISO XA 2
2 (a) By

(b) 21 timaraka ti2
22 Khubu v maraka yil
23  |la) 70 v

(b) vukhume v maraka ti2
24

\ maraka yil

25

Xi nga khunguluka v

| Xia swikandza

swid v

Xi na tinhla ti8 v

maraka yjl eka

nhlamulo yin wana

na yin wana leyi nga
iona

(timaraka ti3)

### Page 3

MEMORANDAMU Xitsonga - Giredi ya 3 Matematiki

26 lOe - 3e = Te v maraka yil
21 Patironi leyi tlhandlukaka kumbe patironi leyj kulaka

kumbe engetela 50 / +50 v maraka yil
28 R25 v maraka yil
29° (a) 9:45 v

(b) Khume/IO timin ku bile 7 kumbe khume ku bile 7¥ | maraka ti2
210 |(a) 682 v

(b) J2 v maraka ti2
2

v maraka yil

212 |(a) Ib v

(b) AA A A . maraka ti2
213 (a) Venus v maraka yil eka

(b) 30 nhlamulo yin wana
(c) 40 v na yin wana leyi nga
lona
maraka ti3)
21h (a) v maraka yi eka
nhlamulo yin wana

(b) tikotara tik ¥

na yin wana leyi nga
iona
(maraka ti2)

### Page 4

MEMORANDAMU Xitsonga - Giredi ya 3 Matematiki

XIVUTISO XA 3

3] = 5x3

= tilitara tid5 v

(maraka yi eka endlelo leri nga rona na maraka yil eka

nhlamulo leyi nga yona) timaraka ti2
3.2 56£-235

= 564 - 200-30-5 v

= 364 -30-5

= 334-5

= 329 v

(maraka yil eka endlelo rin'wana na rin'wana leri nga rona

na maraka yil eka nhlamulo levi nga yona) timaraka ti2
3.3 2214225

= 200+20+4 + 200+20+5 v

= (200+200) + (20+20) + (4+5)

= 400+ 40+9

=LL9 v

(maraka uil eka endlelo rin'wana na rin'wana leri nga rona

na marca yil eka nhlamulo leyj nga yond) timaraka ti2
3.4 =2xhe o=hx25

= 100 v = 100

( maraka yi eka endlelo rin'wana na rin'wana leri nga rona

na maraka yil eka nhlamulo levi nga yona) timaraka ti2
3.5 =60+5»

=[2v

(maraka yi eka endlelo rin'wana na rin'wana leri nga rona

na maraka yil eka nhlamulo leyi nga yona) timaraka ti2

### Page 5

–

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

            ÷             

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

            −  
             

                                                5

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