Tsev Formal collection Threesomes

Threesomes

Ntawm no yog kev piav qhia ntawm, thaum nws yog ib tug muaj cai-angled, congruent, isosceles, equilateral los yog txoj cai peb tog tsim

Equilateral peb tog

Equilateral peb tog

    • Thaum ib tug muaj peb tog 3 cov nplooj ntawv nrog tib yam loj, nws yog hu ua equilateral.
    • Thaum ib tug muaj peb tog 3 ces kaum ntawm tib yam loj, nws yog hu ua equilateral.
    • Thaum ib tug peb tog yog equilateral, ces txhua tus ntawm tag nrho nws 3 vinkler altid 60 degrees.

 

 

 

 

 

Txhua daim duab peb sab ceg

Txhua daim duab peb sab ceg

  • Thaum ib tug peb tog muaj raws nraim 2 ces kaum ntawm tib yam loj, hu ua isosceles.
  • Thaum ib tug peb tog muaj raws nraim 2 cov nplooj ntawv nrog tib yam loj, hu ua isosceles.

 

 

 

 

 

Txoj cai-angled peb tog

Txoj cai-angled peb tog

  • Thaum ib tug peb tog muaj ib kaum ntawm 90 degrees, nws yog hu ua ib tug cai-angled peb tog.

 

 

 

 

 

 

 

Cia li tsim triangles

  • Når to trekanter har vinkler med samme størrelse, hu rau lawv rau cia li tsim. Lawv muaj tib duab, tab sis tsis yog txhua txhua yam loj.
  • Hvis man kun kender de tre vinkler, ib tug tsis tau hais tias ntawm yog triangles congruent, tab sis lawv cia li tsim.

Congruent triangles

  • Thaum ob triangles muaj 3 cov nplooj ntawv, uas muaj vaj huam sib luag nyob rau hauv khub, hu rau lawv rau congruent.
  • Thaum ob triangles muaj ib kaum thiab cov nyob ib sab sab, uas muaj vaj huam sib luag nyob rau hauv khub, hu rau lawv rau congruent.
  • Når to trekanter har to vinkler og den mellemliggende side, uas muaj vaj huam sib luag nyob rau hauv khub, hu rau lawv rau congruent.
  • Når to trekanter har to vinkler og en ikke-mellemliggende side, uas muaj vaj huam sib luag nyob rau hauv khub, hu rau lawv rau congruent.