GAUTENG DEPARTMENT OF EDUCATION
XIKAMBELO XA XIFUNDZANKULU
KHOTHAVUXIKA 2017
GIREDI 3
MATEMATIKI: XITSONGA
VITO RA MUDYONDZI: ___________________________________________
GIREDI 3: ________
VITO RA XIKOLO: ____________________________________________
TIMARAKA: 40
15 wa mapapila
P.T.O.
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Gr3 Maths Xitsonga June 2017 Question Paper
Mathematics · Grade 3 · Gauteng Provincial June Exam · 2017 · xitsonga. Question paper, 15 pages. Read online or download the PDF.
- Subject
- Mathematics
- Grade
- Grade 3
- Language
- Xitsonga
- Document type
- Question paper
- Year
- 2017
- Exam period
- Gauteng Provincial June Exam
- Pages
- 15
- File size
- 239.1 KB
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MATEMATIKI GIREDI 3 2
GAUTENG DEPARTMENT OF EDUCATION
PROVINCIAL EXAMINATION
MATHEMATICS
Tsondzela letere leri nga rona ku suka eka Xivutiso 1 ku fika eka
Xivutiso 7.
XIVUTISO 1
Yisa nomboro leyi 642 eka vukhume.
A. 624
B. 426
C. 640
D. 620
XIVUTISO 2
Xana i mintlawa yihi ya swiphemu leyi nga xaxametiwa ku suka eka
leyikulu ku fika eka leyintsongo?
A. Hafu yin’we, yin’we xa nharhu, kotara yin’we, yin’we xa ntlhanu
B. Yin’we xa ntlhanu, kotara yin’we, yin’we xa nharhu, hafu yin’we
C. Kotara yin’we, hafu yin’we, yin’we xa ntlhanu, yin’we xa nharhu
D. Yin’we xa nharhu, kotara yin’we, yin’we xa ntlhanu, hafu yin’we
P.T.O.
MATEMATIKI GIREDI 3 3
XIVUTISO 3
I xivumbeko xihi xa 2-D lexi nga yinhlanharhu?
A.
B.
C.
D.
XIVUTISO 4
20 + 100 + 3 yi fana na
A. 213
B. 123
C. 132
D. 231
XIVUTISO 5
Lembe rin’we ri na mavhiki mangani.
A. 12
B. 52
C. 7
D. 31
P.T.O.
MATEMATIKI GIREDI 3 4
XIVUTISO 6
Ku leha ku pimiwa hi ...
A. Mitara
B. Giramu
C. Kilogiramu
D. Miligiramu
XIVUTISO 7
Neo u avelana 27 ya maapula ku ringana ni vanghana va yena vambirhi.
Xana un’we u kuma mangani?
A. 13
B. 13 ni hafu
C. 9
D. 9 ni hafu
XIVUTISO 8
Tsala vito ra nomboro leyi.
401
___________________________________________________________________
P.T.O.
MATEMATIKI GIREDI 3 5
XIVUTISO 9
Khakhuleta 235- 15 u tirhisa ndzhati wa mintsengo.
200 210 220 230 240 250
XIVUTISO 10
Xaxameta tinomboro leti ku suka eka leyintsongo ku ya eka leyikulu.
412; 124; 241; 421;
__________; __________; _________; _______
XIVUTISO 11
A. Tatisa ndzandzelano wa tinomboro ta patironi leyi nga ehansi.
325; 322; 319; _______________; _____________________;
______________
B. Hlamusela leswaku yi endlisiwe ku yini.
______________________________________________________________
P.T.O.
MATEMATIKI GIREDI 3 6
XIVUTISO 12
Tsala ntikelo wa dijiti ya nomboro leyi khwatihatiweke.
374 ________________________________
XIVUTISO 13
Gwajula nchumu wo tika kumbe wo vevuka:
Xanchumu Ku tika Ku vevuka
Xitina
Risiva ra xinyenyani
XIVUTISO 14
a. Hetisa patironi leyi landzelaka.
_______
1 2 3 4
b. Xana i swivumbeko swingani leswi landzelaka? ____________
P.T.O.
MATEMATIKI GIREDI 3 7
XIVUTISO 15
9 wa tilayini ta makherotsi ti byariwile exirhapeni. Layini yin’we yi
byariwe 5 ya makherotsi.
Xana i makherotsi mangani lawa ya nga byariwa hinkwawo?
Kombeta hi laha u nga ta khakhuleta nomboro leyi endzeni ka bokisi.
Va byarile ______________________ ya makherotsi.
P.T.O.
MATEMATIKI GIREDI 3 8
XIVUTISO 16
Lebo u xavisa makhekhe hi R2 rin’we.
Hetisa tafula leri landzelaka u vula leswaku makhekhe yo tala i ya mali
muni?
Tinomboro
ta 1 2 3 4 5 10
makhekhe
Nxavo hi
R2 R4 R6 R8 R10 R ____
tirhandi
XIVUTISO 17
Mudyondzisi u na 450 ya mathikithi. U xavisa 268. Xana ku sele
mathikithi mangani?
XIVUTISO 18
Hetisa:
236 + 18 = 28 + _________________
P.T.O.
MATEMATIKI GIREDI 3 9
XIVUTISO 19
Dirowa ntila wa ndzinganiso eka xifaniso lexi nga la hansi.
XIVUTISO 20
Yelanisa vuhenhla bya swivumbeko leswi u tirhisa swivumbeko leswi u swi
vonaka emahlweni ka wena.
EMAHLWENI KA XIVUMBEKO VUHENHLA BYA XIVUMBEKO
P.T.O.
MATEMATIKI GIREDI 3 10
XIVUTISO 21
Xana yin’we xa nharhu ya 18 i ncini?
Yin’we xa nharhu ya 18 i ______________________
P.T.O.
MATEMATIKI GIREDI 3 11
XIVUTISO 22
a. Dirowa mavoko ya wachi ku komba nkarhi lowu landzelaka 9:15
b. U suka ekaya u ya exikolweni hi awara ya nkombo ni mixo. U vuye
ekaya u huma exikolweni hi awara ya nharhu. Xana u fambile nkarhi
wo tani hi kwihi u nga ri kona ekaya?
P.T.O.
MATEMATIKI GIREDI 3 12
XIVUTISO 23
Khalara tibuloko ta girafu leyi hi ku tirhisa swiletelo leswi nga
ehansi.
25 yo tshwuka, 15 yo basa, 15 xitshopana, 10 ya ntima, 30 ya wasi
Mihlovo leyi va yi rhandzaka swinene
30
Tinomboro ta vanhu
25
20
15
10
5
Tshwuka Ntima Basa Xitshopana Wasi
a. Xana i mihlovo yihi leyi rhandziwaka swinene? _________________
b. Xana i mihlovo yihi leyi rhandziwaka ku ringana? _____________
___________
P.T.O.
MATEMATIKI GIREDI 3 13
XIVUTISO 24
Mbirihata Hafu
26
XIVUTISO 25
Khakhuleta u komba maendlelo 252 + 50
XIVUTISO 26
Khakhuleta u komba maendlelo 5 × 5 + 31
XIVUTISO 27
Khakhuleta u komba maendlelo 228 ÷ 4
P.T.O.
MATEMATIKI GIREDI 3 14
P.T.O.
MATEMATIKI GIREDI 3 15
XIVUTISO 28
Famba nkombo wa tibuloko u ya eka xinene ku sungula eka buloko ya 1; u
ya ehenhla hi nharhu wa tibuloko.
41 42 43 44 45 46 47 48 49 50
31 32 33 34 35 36 37 38 39 40
21 22 23 24 25 26 27 28 29 30
11 12 13 14 15 16 17 18 19 20
1 2 3 4 5 6 7 8 9 10
Sungula
Khalara tibuloko hinkwato leti unga hundza eka tona.
NTSENGO: 40
MAHETELELO
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