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IIMVAVANYO ZONYAKANONYAKA
KUZWELONKE 2013
IBANGA 2
IMATHEMATIKA-ISIXHOSA
IMIZEKELO YEMIBUZO
Le ncwadana inamaphepha angama- 20 ngaphandle koqweqwe
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2013+Grade+2+IsiXhosa+Mathematics+Exampler.pdf
Mathematics · Grade 2 · ANA Exemplars · 2013 · isixhosa. Question paper, 21 pages. Read online or download the PDF.
- Subject
- Mathematics
- Grade
- Grade 2
- Language
- Isixhosa
- Document type
- Question paper
- Year
- 2013
- Exam period
- ANA Exemplars
- Pages
- 21
- File size
- 450.1 KB
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ISIKHOKELO SOKUSEBENZISA IMIZEKELO YOKUHLOLA KA-ANA
1. Isetyenziswa njani imizekelo yovavanyo
Nangona imizekelo yovavanyo yebanga ngalinye nesifundo ngasinye yenziwe yaza yadityaniswa,
akunyanzelekanga ukuba abafundi bayiphendulie yonke imibuzo ngexesha elinye. Utitshala makakhethe
umzekelo onombuzo onxulumene nesifundo asilungiseleleyo. Imibuzo ekhethwe kumzekelo vavanyo okanye
iqela lemibuzo enokuphenduleka ngexesha elinye ingasetyenziswa ngokuye kukhula ukufunda nokufundisa ngolu
hlobo:-
1.1 Ekuqaleni kwesifundo, njengovavanyo lokuqonda nokwahlula izinto abafundi abakwazi
ukuzenza/abazaziyo nezo bangakwazi ukuzenza/bangazaziyo. Ukuphonononga lo mahluko kukhokhelela
ekubeni abafundi banikwe inkcazelo eyiyo, ukuze kuphuhliswe izifundo ezifanelekileyo, nezilungele
ukulungisa ezo ngxaki banazo, ukuze abafundi bacoselelwe ukufundiswa.
1.2 Kwisifundo phakathi, uvavanyo olucwangcisiweyo lusetyenziswa ukuvavanya ukuba ulwazi nezakhono
zabafundi ziyaphuhla na.Njengoko isifundo siqhuba lukwasetyenziswa ukuvavanya nokuqinisekisa ukuba
akukho mfundi ushiyekayo kwisifundo.
1.3 Ukugqibezela isifundo okanye iqela lezifundo uvavanyo oludityanisiweyo luyenziwa ukuvavanya ukuba
abafundi bayaqonda kwaye bayakwazi ukusebenzisa ulwazi nezakhono abazifumene kwizifundo.Inkcaza
yokuba abafundi baqhube njani mabayinikwe ngoko nangoko, ngelo xesha utitshala wenza isigqibo
ngeendawo ezifuna ukuphindwa kwisifundo okanye kwizifundo ukuncedisa ulwazi okanye izakhono
ezingaphuhlanga.
1.4 Kuwo onke la manqanaba makusetyenziswe iindlela ngeendlela zokubuza, umz.indlela yokuphendula
ngokukhetha kwiimpendulo azinikiweyo, imibuzo efuna impendulo yakhe, imibuzo efuna impendulo
emfutshane, njalo-njalo.
Nangona uvavanyo lokufumana ukuqonda novavanyo lokwakha ulwazi lusenokuba lufutshane ngokwemibuzo,
uvavanyo oludityanisiweyo lunokuquka imibuzo emininzi kuxhomekeka kumsebenzi osele wenziwe.Okubalulekileyo
kukuqinisekisa ukuba abafundi baqhelaniswa nendlela yokuphendula uvavanyo olupheleleyo olufana novavanyo
lukazwelonke lonyaka nonyaka (ANA).
2. Imemorandam okanye iindlela zokuphendula
Umzekelo wendlela yokuphendula okanye iimpendulo ezilindelekileyo zilungiselelwe kumzekelo
wovavanyo.Ootitshala mabakhumbule ukubaimemorandam ayiniki mpendulo igqibeleleyo, Imemorandam inika nje
kuphela iimpendulo ezilindelekileyo, ngoko utitshala angamnika umfundi amanqaku ngeempendulo ezahlukeneyo,
ezivumelekileyo ezinikwe ngabafundi.
3. Ukugutyungelwa kwekharityhulam
Kunyanzelekile ukuba ikharityhulam igutyungelwe yonke kwibanga ngalinye.Imizekelo yovavanyo yebanga ngalinye
ayimeli ikharityhulam, ikhupha nje iisampula zovavanyo lolwazi nezakhono ezibalulekileyo kwaye zezomsebenzi
wekota yokuqala ukuya kweyesithathu yonyaka Isantya sokusebenza somsebenzi ekufuneka wenziwe sinikezelwe
kumaxwebhu ekharityhulam (CAPS DOCUMENTS).
Grade 2 IsiXhosa Mathematics Exemplar 1
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1.1 Yandisa “uphindaphindo” lwepateni yeemilo.
________ ________ ________
1.2 Zoba iimilo ezilandelayo kule pateni.
3. Biyela iimilo ezilandelayo kule pateni.
A B C D
Grade 2 IsiXhosa Mathematics Exemplar 2
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2.1 Zoba umgca ukudibanisa igama lento enokwakheka kuka 3-D
kunye nomfanekiso ohambelana nayo.
ityhubhu
2.2 Phawula iimilo ezinamacala athe tse ngo “ ” nezinamacala enza igophe
ngo “x”.
2.3 Phawula ngo “ ” imilo enomphetho othe tse.
Grade 2 IsiXhosa Mathematics Exemplar 3
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3.1 Bhala isimboli yeli nani: ikhulu elinamashumi amathandathu
anesithoba.
____________________
3.2 Krwela umgca ukutshatisa inani kunye nagama lalo.
3.2.1 49 ishumi elinesibhozo
3.2.2 55 amashumi asixhenxe anesine
3.2.3 63 amashumi amahlanu anesihlanu
3.2.4 74 amashumi amane anethoba
3.2.5 18 amashumi amathandathu anesithathu
3.3 Khetha inani ebhokisini ngezantsi uze ulibhale ecaleni kwegama lalo.
101 100 110
3.3.1 Ikhulu elinanye ______
3.3.2 Ikhulu _______
3.3.3 Ikhulu elineshumi ______
Grade 2 IsiXhosa Mathematics Exemplar 4
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4. Bhala phantsi igama leli nani: ama- 47.
_____________________________________________
5.1 Bhala ixesha eliboniswa kwiwotshi engezantsi.
Ixesha ________
5.2 Zoba usiba olubonisa imizuzu,
nosiba olubonisa iiyure
kwiiwotshi ezingezantsi
ukubonisa amaxesha
anikiweyo.
Intsimbi yesi- 6 entloko Icala emva kwentsimbi
yesi- 4
Grade 2 IsiXhosa Mathematics Exemplar 5
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5.3 UBongi uye esikolweni ekuseni ngentsimbi yesi- 7 entloko. Ufike
ekhaya emalanga ngentsimbi yesi- 3 entloko. Zingaphi iiyure engekho
ekhaya?
Uchithe iiyure ezi ______ engekho ekhaya.
6.1 Biyela unobumba onempendulo echanekileyo.
Leliphi iqhezu lemilo elinombala?
A 1 isithathu
B 1 isiqingatha/ihafu
C 1 ikota
D 1 isihlanu
Grade 2 IsiXhosa Mathematics Exemplar 6
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6.2 Phendula lo mbuzo ulandelayo.
6.3
Le milo ingentla yohlulwe yangamacala a _______ alinganayo yaze i
_______________ yafakwa umbala.
Faka umbala kwiqhezu elixeliweyo phantsi kwemilo nganye.
isithathu iikota ezi- 4
7.1 Bhala la manani uwanikiweyo ukusuka kwelona likhulu ukuya
kwelona lincinci:
131 129 152 117 162
_______ _______ ______ _______ _______
Grade 2 IsiXhosa Mathematics Exemplar 7
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7.2. Landelelanisa la manani alandelayo uqala kwelona lincinci ukuya
kwelona likhulu.
7.2.1 100 110 95 90 105
____________________________________________________________________
7.2.2 51 15 105 115 5
____________________________________________________________________
7.3 Biyela unobumba wempendulo echanekileyo.
Ngawaphi amanani alandelelaniswe ukusuka kwelona likhulu
ukuya kwelona lincinci?
A 64 12 40 21 80
B 80 64 40 21 12
C 21 40 80 64 12
D 80 64 21 12 40
8.1 69 – 41 =
A 28
B
82
C
72
D
Grade 2 IsiXhosa Mathematics Exemplar 8
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78
8.2 Faka inani elishiyiweyo ukugqibezela ukudibanisa
okuphindiweyo.
8.2.1 27 + 2 + ________ + ________ = 33
8.2.2 31 + _______ + _______ + _______ = 43
8.2.3 16 + 10 ________ + _______ = ________
8.2.4 19 + 6 + ________ + ______ = _________
8.3 Ukuba ama 52 – 9 = 43, ngoko ama 52 – 43 = _________
9.1 Jonga lo mfanekiso ongezantsi uze ufake uphawu “” kwimpendulo
echanekileyo kwibhloko engezantsi kwawo.
tshebeleza qengqeleka.
Grade 2 IsiXhosa Mathematics Exemplar 9
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Ivili liya
9.2 Biyela into enokutshebeleza.
9.3 Zoba nantonina enokuqengqeleka nenokutshebeleza.
Into enokuqengqeleka. Into enokutshebeleza.
10. Phawula ngo “” imilo ebonisa umgca wolingano-macala
ochanekileyo.
Grade 2 IsiXhosa Mathematics Exemplar 10
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10.1
10.2
10.3
Grade 2 IsiXhosa Mathematics Exemplar 11
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11.1 Gqibezela ezi pateni zamanani zilandelayo:
11.1.1 66; 63; 60; _____; _____ ; _____
11.1.2 141; 145; 149; _____; _____; _____
11.2 Faka inani elishiyiweyo.
11.2.1 162; _____; _____; 168, 170; _____
11.2.2 152; 155; ____; ____; 164; ____
12.1 Ixabiso lenani elinomgca ngaphantsi kweli nani- 81 ngama __
12.2 Kweli nani- 73
12.2.1 Ixabiso lenani- 7 ______
12.2.2 Ixabiso lenani- 3 ------
13. 1 Phinda kabini uze wahlule kabini ngokulinganayo ama- 29.
13.1. Phinda kabini 29= ____ 13.2 Isiqingatha sika- 29
13.2.1 Nika isiqingatha senani olunikiweyo.
Grade 2 IsiXhosa Mathematics Exemplar 12
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Inani Isiqingatha senani
24
16
12
13.2.2 Phinda kabini inani olinikiweyo.
Inani Isiphindwa senani
18
10
14
13.3 Phinda kabini inani ngalinye kula alandelayo ngokubhala isivakalisi
sokudibanisa amanani.
Isivakalisi samanani.
13.3.1 6: = + =
13.3.2 8: = + =
Grade 2 IsiXhosa Mathematics Exemplar 13
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14.1 Fakela “mncinane kuna” okanye “mkhulu kuna” phakathi kwala
manani ukugqibezela isivakalisi.
12 ________________ 21
14.2 Faka: =, >, < phakathi kwamanani amabini ukwenza intetho
echanekileyo.
14.2.1 122 _____ 102
14.2.2 105 _____ 105
14.2.3 101 _____ 110
14.3 Biyela isimboli echanekileyo ukwenza ingxelo eyiyo.
14.3.1 5 + 5 > = < 23
14.3.2 47 > = < 74
15.1 Gqibezela lo mzobo.
15.1
×3 11
7 15.2
15.2 Faka amanani ashiyiweyo:
Grade 2 IsiXhosa Mathematics Exemplar 14
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iimoto 1 3 5 9
amavili 4 20 24
15.3 Bhala impendulo echanekileyo.
15.3.1 2x 5 =
15.3.2 10 x 4 =
16.1 Fakela uphawu oluchanekileyo ukwenza esi sivakalisi sibe yinyani.
34 10 = 44
16.2 Biyela uphawu oluchanekileyo ukwenza esi sivakalisi sibe yinyani
23 10 = 13
+ -
17.1 Jonga le mifanekiso ingezantsi.uze ubiyele eyona nto inzima.
5 kg 1kg 2 kg
17.2 Landelelanisa ezi zinto zilandelayo ukusuka kweyona ilula ukuya kweyona
inzima.
Grade 2 IsiXhosa Mathematics Exemplar 15
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5kg 1kg 2kg
Into Ubunz
17.3 Phawula ibhloko echanekileyo ngo (x).
Isitena si kune pensile
nzima lula
18. UBongani nabahlobo bakhe kufuneka bafake ama-apile
angama- 38, abe- 4 kwipakethi nganye. Zingaphi iipakethi
ezinokuzaliswa? ze kusale ama-apile amangaphi?
19. Umxube wobisi omnye wenziwa ziikomityi ezintathu zobisi. Zingaphi
iikomityi zobisi ezifunekayo ukwenza imixube yobisi emi- 4
Grade 2 IsiXhosa Mathematics Exemplar 16
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Imixube yobisi emi 4 ifuna iikomityi zobisi ezi _______________ .
20. Funda la maxabiso angezantsi uze uphendule imibuzo elandelayo.. F
u
R12 R4 R8
USusan uthenga ibhola, iilekese ezi- 2 neekrayoni. Ubhatala nge R50
.engamaphepha. Yimalini itshintshi aza kuyifumana?
U
n
_
R_____________________________
Grade 2 IsiXhosa Mathematics Exemplar 17
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21. Zingaphi izikwere ezikulo mzobo ungezantsi?
Inani lezikwere = __________
22. Mingaphi imilenze yeenkomo ezisi 9?
Iinkomo ezisithoba zinemilenze e ___________.
Grade 2 IsiXhosa Mathematics Exemplar 18
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23. Sebenzisa igrafu ukuphendula imibuzo elandelayo
Iincwadi ezifundwe ngabafundi aba 5
10
9
8
7
6
Inani 5
leencwad
4
3
2
1
Peter Amy John Tshepo Pam
Grade 2 IsiXhosa Mathematics Exemplar 19
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a. Ngubani oyena ufunde iincwadi ezininzi?
__________________
b. Zingaphi iincwadiezifundwe nguAmy no Pam zizonke?
_____________
EWONKE: 30
Grade 2 IsiXhosa Mathematics Exemplar 20
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