File:Angle-angle-side triangle congruence.svg

Zvirozvemo zvezanhi hazvitsigirwe mumimwe mitauro.
Kubva Wikipedia

Fayera repachivambo(SVG file, nominally 135 × 90 pixels, file size: 28 KB)

Fayera rino rinobva kuWikimedia Commons uye rinogona kushandiswa nemimwe mwishumo. Mutsananguro uri pazanhi remutsananguro we fayera waro wakaratidzwa pazasi.

Muchipfupiso

Mutsananguro
English: This diagram illustrates the geometric principle of angle-angle-side triangle congruence: Given triangle ABC and triangle A'B'C', triangle ABC is congruent with triangle A'B'C' if and only if angle CAB is congruent with C'A'B' and angle BCA is congruent with B'C'A' and BC is congruent with B'C'.
Musi
Mabviro Basa rangu
Munyori DEMcAdams

Kurezinesa

I, the copyright holder of this work, hereby publish it under the following license:
w:en:Creative Commons
Uzikano gova saizvo
This file is licensed under the Creative Commons Attribution-Share Alike 4.0 International license.
Wakasungunuka:
  • kugova – kucheza, kugovera ne kutumira basa
  • kurhimikisa – kugadzirisa basa
Pasi pemamiriro anotevera:
  • Uzikano – Unofanhira kupa kiredhiti yakakodzeka, ipa kochekero yekune rezinesi, uye ratidza kana zvichinjirudzo zvaitwa. Ita sokudaro zviichienderana nenzira inonzwisisika, asi kwete nenzira ingaratidze zvekudii kuti murezinesi anokutsigira kana kushandiso kwako.
  • gova saizvo – If you remix, transform, or build upon the material, you must distribute your contributions under the same or compatible license as the original.

Captions

Add a one-line explanation of what this file represents
angle angle side congruency

Items portrayed in this file

depicts Chirungu

copyrighted Chirungu

inception Chirungu

13 Kurume 2013

MIME type Chirungu

image/svg+xml

checksum Chirungu

cd7981c8095185030fa84a4e18c4d1d3c69d96c8

determination method Chirungu: SHA-1 Chirungu

data size Chirungu

28,963 byte

height Chirungu

90 pixel

width Chirungu

135 pixel

Nhoroondo ye fayera

Dzvanya pa musi/nguva kuti uringe fayera sekuoneka kwaraita panguva iyoyo.

Musi/NguvaMfananoudokoMitanduMushandisiKomenda
parizvino22:39, 19 Kurume 2015Mfananoudoko weuhlovo sekubva 22:39, 19 Kurume 2015135 × 90 (28 KB)DEMcAdamsUser created page with UploadWizard

The following page uses this file:

Kushandiswa kwe fayera pasirose

Mawiki anotevera ayo anoshandisa fayera iri:

Metadhata