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Dira dihlopha tsa di -5. Podilekgwana ye nngwe le ye nngwe e le marontho a mahlano a maso lefegong le lengwe le le lengwe. Thala marontho a a tlogetswego.

Mathematics

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Answer

Mosebetsi ke ho netefatsa hore podilekgwana ka 'ngoe e na le matheba a mahlano (5) lepheong le leng le le leng. Re tla bala matheba a teng ebe re bolela hore na ho hlokahala a makae ho lepheo ka 'ngoe.

Step-by-step solution

4 steps
  1. Bala matheba a teng ho podilekgwana ya pele (e ka hodimo ka letsohong le letshehadi).

    • Lepheo le letshehadi le na le matheba a 2.
    • Lepheo le letona le na le matheba a 2. Ho hlokahala matheba a 5−2=35 - 2 = 3 lepheong le letshehadi le matheba a 5−2=35 - 2 = 3 lepheong le letona.
  2. Bala matheba a teng ho podilekgwana ya bobedi (e ka hodimo ka letsohong le letona).

    • Lepheo le letshehadi le na le letheba le 1.
    • Lepheo le letona le na le letheba le 1. Ho hlokahala matheba a 5−1=45 - 1 = 4 lepheong le letshehadi le matheba a 5−1=45 - 1 = 4 lepheong le letona.
  3. Bala matheba a teng ho podilekgwana ya boraro (e ka tlase ka letsohong le letshehadi).

    • Lepheo le letshehadi le na le matheba a 3.
    • Lepheo le letona le na le matheba a 3. Ho hlokahala matheba a 5−3=25 - 3 = 2 lepheong le letshehadi le matheba a 5−3=25 - 3 = 2 lepheong le letona.
  4. Bala matheba a teng ho podilekgwana ya bone (e ka tlase ka letsohong le letona).

    • Lepheo le letshehadi le na le matheba a 2.
    • Lepheo le letona le na le matheba a 2. Ho hlokahala matheba a 5−2=35 - 2 = 3 lepheong le letshehadi le matheba a 5−2=35 - 2 = 3 lepheong le letona.

    Ka bokhutšoanyane:

    • Podilekgwana ya pele: Hlahisa matheba a 3 lepheong le letshehadi le matheba a 3 lepheong le letona.
    • Podilekgwana ya bobedi: Hlahisa matheba a 4 lepheong le letshehadi le matheba a 4 lepheong le letona.
    • Podilekgwana ya boraro: Hlahisa matheba a 2 lepheong le letshehadi le matheba a 2 lepheong le letona.
    • Podilekgwana ya bone: Hlahisa matheba a 3 lepheong le letshehadi le matheba a 3 lepheong le letona.
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