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  • .../math>), we see that <math>\triangle AEM\cong \triangle CFM</math> by [[HA congruency]]; hence <math>M</math> lies on the line. The coordinates of <math>M</math>
    6 KB (1,022 words) - 18:29, 22 January 2024
  • ...ath>\angle ACB,</math> <math>\angle ACX = \angle BCX.</math> Thus, by AAS Congruency, <math>\triangle ACX \cong \triangle BCX,</math> which results in <math>AC ...ngle B'CY,</math> so <math>\triangle ACY \cong \triangle BCY</math> by AAS Congruency, making <math>AC = BC.</math> However, it is given that <math>AC \ne BC,</
    3 KB (394 words) - 23:27, 13 August 2018