Mathematics Grade 3 Gauteng Provincial November 2022 Memo

XIKAMBELO XA XIFUNDZHA HUKURI 2023 GIREDI YA 3 XILETELO XA MAKOREKETELE MATEMATIKI: XITSONGA Tipheji ti 6

XILETELO XA MAKOREKETELE Giredi ya 3 Matematiki 1 C Maraka yi 1 2 B Maraka yi 1 3 D Maraka yi 1 4 A Maraka yi 1 5 B Maraka yi 1 6 C Maraka yi 1 7 C Maraka yi 1 8 D Maraka yi 1 9 B Maraka yi 1 10 D Maraka yi 1 11 7:40 nimixo KUMBE timinete ta makumembirhi ku nga si ba awara ya nhungu 1 mark  12 Tikotara timbirhi  1 mark 13 30 wa timinete  1 mark 14 Tinhla ta ntlhanu  Maraka yi 1 15 Kilomitara  Maraka yi 1 16 A 500  Maraka yi 1 eka B 1 500  nhlamulo yin’we (timaraka ti 2) 2

XILETELO XA MAKOREKETELE Giredi ya 3 Matematiki 17 Maraka yi 1  Ku landzelelana lokunene 18 706; 705; 701; 659; 607  Maraka yi 1 eka ku landzelelana ka kahle (maraka yi 1) 19 A B – Khubu  Maraka yi 1 eka B C – Khoni  nhlamulonene yin’wana na yin’wana (timaraka ti 2 ) 20 Yi tale tikotara tinharhu  Maraka yi 1 21 A C3 or 3C  Timaraka ti 4 B D4 or 4D  1 eka nhlamulonene C C2 or 2C  yin’wana na D Phiramidi  yin’wana (timaraka ti 4 ) 22 Hlayela swikwerhe hinkwaswo swi = 16  Maraka yi 1 eka Kumbe nhlamulonene 2 tinxaxa x kholomu = 16  yin’wana na yin’wana Kumbe (timaraka ti 2) 3 4 x 4 = 16 (Maendlele man’wana na man’wana lama amukelekaka ya nga tirhisiwa) 3

XILETELO XA MAKOREKETELE Giredi ya 3 Matematiki 23 6 x 4 = 24  Maraka yi 1 eka KUMBE nhlamulonene 12 + 12 = 24 yin’wana na KUMBE yin’wana Matandza ya 24  (timaraka ti 2 ) (Maendlele man’wana na man’wana lama amukelekaka ya nga tirhisiwa) 24 360 ÷ 12 = tigiramu ta 30  Maraka yi 1 eka 2 x 30 grams = tigiramu ta 60  nhlamulonene yin’wana na (Maendlele man’wana na man’wana yo phema ya nga tirhisiwa) yin’wana (timaraka ti 2 ) 25 Sara u lehe 13 cm ku hundza Jay  Maraka yi 1 eka 151 cm – 138 cm = 13 cm  nhlamulonene yin’wana na yin’wana (timaraka ti 2) 26 12 ÷ 4 = 3  Maraka yi 1 eka kumbe nhlamulonene 12 ÷ 3 = 4 (maraka yi 1) Amukela maendlele man’wana ni man’wana lamanene 27 5 x 6 = 30  Maraka yi 1 eka Ku na switikara swa 30 maendlele Amukela maendlele man’wana ni man’wana lamanene  man’wana na man’wana lamanene na maraka yi 1 ya nhlamulonene (timaraka ti 2) 4

XILETELO XA MAKOREKETELE Giredi ya 3 Matematiki 28 36 ÷ 3 = 12  Maraka yi 1 eka nhlamulonene na maraka yi 1 eka nthamuko lowunene (timaraka ti 2)  0 3 6 9 12 15 18 21 24 27 30 33 36 39 Amukela maendlele man’wana na man’wana lamanene 29 8 x 4 = 32  Maraka yi 1 eka nhlamulonene U tirhise swikwavava swa 32 ku endla namuneti  yin’wana na yin’wana (timaraka ti 2 ) 30 15 + 6 = 21  Maraka yi 1 eka maendlele man’wna Kuna maapula ya 21 hinkwawo  ni man’wana lamanene na maraka yi 1 ya nhlamulonene (timaraka ti 2 ) 31 242 + 353 Maraka yi 1 ya maendlele lamanene = (200 + 40 + 2) + (300 + 50 + 3)  na maraka yi 1 ya (200 + 300) (40 + 50) (2 + 3) nhlamulonene 500 + 90 + 5 (timaraka ti 2 ) 595  5

XILETELO XA MAKOREKETELE Giredi ya 3 Matematiki 32 598 – 75 =  Maraka yi 1 ya maendlele = (500 and 90 and 8) – (70 and 5) man’wana na (500 – 0) (90 – 70) (8 – 5) man’wana lamanene = 500 – 20 – 3 na maraka yi 1 ya = 523  nhlamulonene (timaraka ti 2 ) Amukela maendlele man’wana na man’wana lamanene 33 A Tibuku ta swihari  Maraka yi 1 ya B 23  nhlamulonene yin’wana na C vadyondzi va 2  yin’wana (timaraka ti 3 ) NTSENGA HINKWAWO: TIMARAKA TI 50 6