Ntlha ea mateano ea mela e 'meli

Khatisong ena, re tla hlahloba hore na ntlha ea mateano ea mela e 'meli ke efe, le mokhoa oa ho fumana likhokahano tsa eona ka litsela tse fapaneng. Re tla boela re hlahlobe mohlala oa ho rarolla bothata tabeng ena.

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Ho fumana lihokahanyo tsa sebaka sa mateano

mateano Mela e nang le ntlha e le 'ngoe e tšoanang e bitsoa.

Ntlha ea mateano ea mela e 'meli

M ke ntlha ya mateano ya mela. Ke ea tsona ka bobeli, ho bolelang hore likhokahano tsa eona li tlameha ho khotsofatsa lipalo tsa tsona ka nako e le 'ngoe.

Ho fumana lihokahanyo tsa ntlha ena sefofaneng, o ka sebelisa mekhoa e 'meli:

  • grafik - taka lirafshoa tsa mela e otlolohileng sefofaneng se hokahaneng 'me u fumane moo li kopanang teng (ha li sebetse kamehla);
  • tlhahlobo ke mokhoa o akaretsang. Re kopanya li-equation tsa mela e le sistimi. Ebe re e rarolla ebe re fumana lihokahanyo tse hlokahalang. Hore na mela e sebetsa joang mabapi le e mong ho latela palo ea tharollo:
    • tharollo e le 'ngoe - ho kopana;
    • sete ea tharollo e tšoana;
    • ha ho litharollo - parallel, ke hore, u se ke ua kopana.

Mohlala oa bothata

Fumana likhokahano tsa ntlha ea mateano ea mela y=x+6 и y = 2x - 8.

tharollo

Ha re etseng sistimi ea li-equations mme re e rarolle:

Ntlha ea mateano ea mela e 'meli

Ho equation ea pele, re hlalosa x dessyecik y:

x =y – 6

Joale re kenya polelo e hlahisoang sebakeng sa equation ea bobeli sebakeng sa x:

y = 2 (y – 6) – 8

y = 2y - 12 - 8

y – 2y = -12 – 8

-y = -20

y =20

Kahoo, x = 20 – 6 = 14

Kahoo, ntlha e tloaelehileng ea mateano ea mela e fanoeng e na le lihokahanyo (14, 20).

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