Math Topical Questions+Answers
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Mayelana nalolu hlelo lokusebenza
thola imibuzo ye-kcse edlule yesihloko ngasinye ezifundweni zezibalo kusuka kwifomu lokuqala kuya kwifomu lesibili
yonke imibuzo eyedlule ye-kcse ihlelwe ngokwezihloko ezingaphansi kwazo kusukela kufomu lokuqala kuya kwelesibili
kukhona nezimpendulo zombuzo ngamunye we-kcse esihlokweni ngasinye kusukela kufomu lokuqala kuye kwelesibili
isici sebhonasi: kukhona ukusebenza kanye nezibalo zemibuzo ye-kcse enikezwe emibuzweni yezindaba enikezwe ngenhla
izihloko ezinezimpendulo ezihlanganisiwe zifaka phakathi
setha u-1
izinkulumo ze-algebra
izakhiwo ze-engela zemibuthano
ama-engeli nezinombolo zezindiza
ukulinganisa namaphutha
ukulinganiselwa kwendawo
indawo kanxantathu
indawo yengxenye yombuthano
indawo yamapholigoni
indawo
ukunwetshwa okubili
setha 2
izintambo zezindilinga nama-tangents
izibalo zokuhweba 2
izibalo zokuhweba
ama-logarithms ajwayelekile
okuqinile okuvamile
izilinganiso eziyinhlanganisela
izixhumanisi namagrafu
amadesimali
umehluko
izibalo zemigqa eqondile
setha i-3
zibalo
amafomula kanye nokwehluka
izingxenyana
amanye ama-logarithms
ukwakhiwa kwejometri
izindlela zokuqhafaza
izinkomba
izinombolo
ukuhlanganiswa
I-lcm
setha u-4
ubude
ukungalingani okuqondile
ukunyakaza okuqondile
izinhlelo eziqondile
komugqa
ubude nobude
isisindo somzimba nobuningi
matrices kanye nezinguquko
matrices
izinyathelo zokuthambekela okuphakathi
setha u-5
amathuba
izibalo ze-quadratic
izinkulumo ze-quadratic ne-equation 2
isilinganiso samanani nezilinganiso
ukubuyisela
ukucabanga nokuhlangana
ukumelwa kwedatha
isikali ukudweba ezimbili
isikali umdwebo
ukulandelana nochungechunge
setha i-6
ukufana nokwandiswa
tikwele netimphandze letisikwele 2
izibalo ii
ama-surds
indawo engaphezulu yokuqina
the pythagoras theorem
isilinganiso se-trigometric 1
geometry ntathu
isikhathi
i-trigonometry 2
setha u-7
izilinganiso ze-trigonometric 2
izilinganiso ze-trigonometrric 3
ama-vectors 2
ukuthwala
ivolumu namandla
ivolumu yokuqina
yonke le mibuzo ye-kcse inezimpendulo ngokusebenza
izibalo zenziwe zaba mnandi futhi zaba lula
yonke imibuzo eyedlule ye-kcse ihlelwe ngokwezihloko ezingaphansi kwazo kusukela kufomu lokuqala kuya kwelesibili
kukhona nezimpendulo zombuzo ngamunye we-kcse esihlokweni ngasinye kusukela kufomu lokuqala kuye kwelesibili
isici sebhonasi: kukhona ukusebenza kanye nezibalo zemibuzo ye-kcse enikezwe emibuzweni yezindaba enikezwe ngenhla
izihloko ezinezimpendulo ezihlanganisiwe zifaka phakathi
setha u-1
izinkulumo ze-algebra
izakhiwo ze-engela zemibuthano
ama-engeli nezinombolo zezindiza
ukulinganisa namaphutha
ukulinganiselwa kwendawo
indawo kanxantathu
indawo yengxenye yombuthano
indawo yamapholigoni
indawo
ukunwetshwa okubili
setha 2
izintambo zezindilinga nama-tangents
izibalo zokuhweba 2
izibalo zokuhweba
ama-logarithms ajwayelekile
okuqinile okuvamile
izilinganiso eziyinhlanganisela
izixhumanisi namagrafu
amadesimali
umehluko
izibalo zemigqa eqondile
setha i-3
zibalo
amafomula kanye nokwehluka
izingxenyana
amanye ama-logarithms
ukwakhiwa kwejometri
izindlela zokuqhafaza
izinkomba
izinombolo
ukuhlanganiswa
I-lcm
setha u-4
ubude
ukungalingani okuqondile
ukunyakaza okuqondile
izinhlelo eziqondile
komugqa
ubude nobude
isisindo somzimba nobuningi
matrices kanye nezinguquko
matrices
izinyathelo zokuthambekela okuphakathi
setha u-5
amathuba
izibalo ze-quadratic
izinkulumo ze-quadratic ne-equation 2
isilinganiso samanani nezilinganiso
ukubuyisela
ukucabanga nokuhlangana
ukumelwa kwedatha
isikali ukudweba ezimbili
isikali umdwebo
ukulandelana nochungechunge
setha i-6
ukufana nokwandiswa
tikwele netimphandze letisikwele 2
izibalo ii
ama-surds
indawo engaphezulu yokuqina
the pythagoras theorem
isilinganiso se-trigometric 1
geometry ntathu
isikhathi
i-trigonometry 2
setha u-7
izilinganiso ze-trigonometric 2
izilinganiso ze-trigonometrric 3
ama-vectors 2
ukuthwala
ivolumu namandla
ivolumu yokuqina
yonke le mibuzo ye-kcse inezimpendulo ngokusebenza
izibalo zenziwe zaba mnandi futhi zaba lula
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The kcse questions that have been organized from form one to form four with answers
There are workings to show solutions to past kcse questions given above
