# Mathematics Grade 3 Gauteng Provincial November 2022 QP > Grade 3 Mathematics question paper from the Gauteng Provincial November Exam 2022 (Xitsonga), 15 pages. Read online or get the free PDF download, memo linked when available. - Page: https://www.hlayiso.com/library/grade-3-mathematics-2022-gauteng-provincial-november-exam-question-paper-xitsonga/11e2fe1f-0b09-4394-ac06-781c76289f33 - Updated: 2026-09-28 - Subject: Mathematics - Grade: Grade 3 - Language: Xitsonga - Document type: Question paper - Year: 2022 - Exam period: Gauteng Provincial November Exam - Curriculum: CAPS - Pages: 15 Breadcrumbs: [Home](https://www.hlayiso.com/) › [Library](https://www.hlayiso.com/library) › [Grade 3](https://www.hlayiso.com/library/grade-3) › [Mathematics](https://www.hlayiso.com/library/grade-3/mathematics) › [Mathematics Grade 3 Gauteng Provincial November 2022 QP](https://www.hlayiso.com/library/grade-3-mathematics-2022-gauteng-provincial-november-exam-question-paper-xitsonga/11e2fe1f-0b09-4394-ac06-781c76289f33) ## About this document Mathematics · Grade 3 · Gauteng Provincial November Exam · 2022 · xitsonga. Question paper, 15 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 XIKAMBELO XA XIFUNDZHA HUKURI 2023 GIREDI YA 3 MATEMATIKI: XITSONGA NKARHI: Awara yi 1 TIMARAKA: 50 VITO RA MUDYONDZI: GIREDI YA 3: VITO RA XIKOLO: Tipheji ta 15 PHENDLA ### Page 2 MATEMATIKI GIREDI YA 3 2 Swileriso eka vadyondzi 1. Papila leri ri ni swiyenge swi3 • Xiyenge xa A – Swivutiso swa tinhlamulonyingi • Xiyenge xa B – Swivutiso swo koma • Xiyenge xa C – Swivutiso swo tshunxa swiphiqo 2. Hlaya swileriso hinkwaswo hi vukheta 3. Hlamula swivutiso hinkwaswo hi ku landzelela swiletelo swa mudyondzisi. 4. Laha ku nga ni swivutiso swa tinhlamulonyingi, tsondzela letere leri nga khoma nhlamulo. 5. Matirhele hinkwawo ya fanele ku kombisiwa eka buku ya wena yo hlamulela. 6. Tikhakhuleta a ti pfumeleriwangi. 7. Tsala swi vonaka no basa. P.T.O. ### Page 3 MATEMATIKI GIREDI YA 3 3 XIYENGE XA A Tsondzela letere leri nga rona eka swivutiso 1 ku fika 10. XIVUTISO XA 1 Fananisa rito na 788. A Madzanakombo na makumenhungu B Madzananhungu na makumenhungunhungu C Madzanakombo na makumenhungunhungu D Madzananhungu na makumekombokombo (1) XIVUTISO XA 2 Tsala mfungho wa nomboro madzanatsevu na makumentlhanumbirhi i ... A 625 B 652 C 562 D 265 (1) XIVUTISO XA 3 Nkoka wa tidijiti eka nomboro 759 i … A 900 + 50 + 7 B 900 + 90 + 7 C 700+ 90+ 5 D 700 + 50 + 9 (1) XIVUTISO XA 4 Hlawula nongonoko wa tinomboro lowu kombaka ku hlayela hi nhlayo-wa tinomboro leti nga avanyesikiki hi 2 ntsena. A 161, 163, 165, 167 B 275, 300, 325, 350 C 205, 210, 215, 220 D 510, 520, 530, 540 (1) P.T.O. ### Page 4 MATEMATIKI GIREDI YA 3 4 XIVUTISO XA 5 Tirhisa wachi leyi nga laha hansi ku hlamula xivutiso. Xana wachi yi komba nkarhi muni? A 8:10 B 8:50 C 9:10 D 9:50 (1) XIVUTISO XA 6 Tsondzela letere leri kombaka ku hlayela hi makumembirhi. A 200, 300, 400, 500, 600 B 520, 530, 540, 550, 560 C 980, 960, 940, 920, 900 D 812, 824, 836, 848 (1) XIVUTISO XA 7 Mbirhihato wa nomboro 45 i … A 85 B 80 C 90 D 95 (1) P.T.O. ### Page 5 MATEMATIKI GIREDI YA 3 5 XIVUTISO XA 8 Xana hafu ya 250 hi yihi? A 143 B 189 C 150 D 125 (1) XIVUTISO XA 9 Katsakanya 634 hi va 10. A 635 B 630 C 640 D 645 (1) XIVUTISO XA 10 Tsondzela nhlamulo leyi nga yona ya R5,88. A 500c + 8c + 7c B 500c + 70c + 8c C 500c + 8c + 70c D 500c + 80c + 8c (1) P.T.O. ### Page 6 MATEMATIKI GIREDI YA 3 6 XIYENGE XA B XIVUTISO XA 11 Tsala nkarhi wa wachi, endzhaku ka 40 timinete. (1) XIVUTISO XA 12 Xana i tikotara tingani leti ringanaka na hafu yi 1? (1) XIVUTISO XA 13 Xana hafu yin’we ya wachi yi na timinete tingani? (1) XIVUTISO XA 14 Xana i xivumbeko xihi lexi nga ni matlhelo ya 5? (1) XIVUT 1SO XA 15 Xana hi xihi xipimo xa kahle xo pima mpfhuka exikarhi ka Johannesburg na Pretoria? (1) P.T.O. ### Page 7 MATEMATIKI GIREDI YA 3 7 XIVUTISO XA 16 Tatisa patironi ya tinomboro. A 250; 750; 1 000; 1 750 B 1 000; 1 250; 1 750 (2) XIVUTISO XA 17 Hetisa patironi kan’we ntsena. (1) XIVUTISO XA 18 Hetisa tafula. Tsala mifungho ya tinomboro u sungula hi leswikulu ku ya ka leswitsongo 659, 705, 607, 701, 706 ____ _____ ____ ____ _____ (1) P.T.O. ### Page 8 MATEMATIKI GIREDI YA 3 8 XIYENGE XA C XIVUTISO XA 19 Tsala letere ra minchumu 3D. (a) Khubu (b) Khoni A. B. C. D. (2) XIVUTISO XA20 Tsondzela nhlamulo leyi nga yona. Hlamusela vundzeni bya nchumu. Xi tele Xi tele hafu Xi tele tikotara tinharhu (1) P.T.O. ### Page 9 MATEMATIKI GIREDI YA 3 9 XIVUTISO XA 21 Hlamula swivutiso leswi nga laha hansi RIXAXA A B C D 1 2 NONGONOKO 3 4 (a) Xana bolo ya milenge yi le ka xikwere xihi? (b) Xana bolo yi ta va yi ri kwihi loko yo famba goza ri 1 ku ya exineneni na 1 ku ya ehansi? (c) Xana silindara yi ta helela kwihi loko yo famba tindhawu ti 2 ku ya ehenhla ni ndhawu yi 1 ku ya eximatsini? (d) Xana nchumu lowu nga eka B2 wu na xivumbeko xa njhani? (4) XIVUTISO XA 22 Vuandlalo bya xipimo xa xikwere i 16. Xana vuandlalo byi khakhuletiwe njhani? (2) P.T.O. ### Page 10 MATEMATIKI GIREDI YA 3 10 XIVUTISO XA 23 Arthur u fanele ku xava matandza ya madazeni ya 2. Xana ku ta va matandza mangani? (2) XIVUTISO XA 24 Bokisi ra makhekhe ya 12 ri na tikelo wa tigiramu ta 360 Xana makhekhe ma 2 ya na ntikelo muni? (2) P.T.O. ### Page 11 MATEMATIKI GIREDI YA 3 11 XIVUTISO XA 25 ALEX SARA JABU JAY 149 cm 151 cm 154 cm 138 cm Jabu u lehe ku va tlula, Alex u 149 cm hi ku leha. Sara u lehe ku tlula Jay. Xana Sara u lehe ko tani hi kwihi ku tlula Jay? (2) XIVUTISO XA 26 Tsala xiringanisi xo avanyisa xa patironi leyi. (1) P.T.O. ### Page 12 MATEMATIKI GIREDI YA 3 12 XIVUTISO XA 27 Pat u namarheta minongonoko ya ntlhanu ya switikara ehenhla ka pheji. Nongonoko wun’wana na wun’wana wu ni switikara swa tsevu. Xana ku na switikara swingani eka pheji yin’wana na yin’wana? (2) XIVUTISO XA 28 Hetisa ndzhati wa mitsengo 36 ÷ 3 = 0 3 6 9 12 15 18 21 24 27 30 33 36 39 (2) P.T.O. ### Page 13 MATEMATIKI GIREDI YA 3 13 XIVUTISO XA 29 Omar u endle tinghilazi ta nhungu ta namuneti. Eka nghilazi yin’wana na yin’wana ya namuneti, u tirhisa swikwava swa mune. Xana u tirhisa swikwavava swingani? (2) XIVUTISO XA 30 Ku na maapula ya khumentlhanu ya milaka emurhini na maapula ya tsevu ehansi . Xana ku na maapula mangani kwalano hinkwawo loko ma helerile? Tsala xivulwa xa mintsengo. (2) P.T.O. ### Page 14 MATEMATIKI GIREDI YA 3 14 XIVUTISO XA 31 Khakhuleta: 242 + 353 = (2) XIVUTISO XA 32 Khakhuleta: 598 – 75 = (2) P.T.O. ### Page 15 MATEMATIKI GIREDI YA 3 15 XIVUTISO XA 33 Vadyondzi va ka Giredi ya nharhu va rhandza ku hlaya tibuku. Girafu leyi yi kombisa tibuku leti vadyondzi va ti tsakelaka swinene etlilasini. 10 9 Nomboro ya vadyondzi 8 7 6 5 4 3 2 1 Tibuku ta Mitsheketo Tibuku ta Tibuku ta swihari swa mimovha mintlangu Hlamula swivutiso leswi landzelaka (a) Xana hi tihi tibuku leti rhandzekaka swinene? (b) Xana i vangani vadyondzi va ka giredi ya 3 va hlayaka tibuku? (c) Xana ivadyondzi vangani lava hlayaka Mitsheketo ku tlula lava hlayaka (3) tibuku ta swa Mintlangu? 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