Given [math]\bigtriangleup ABC[/math] with [math]AB\cong AC[/math], prove [math]\angle B\cong\angle C[/math].
[img]data:image/png;base64,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[/img][br]Given [math]AC\cong DC[/math] and [math]\angle1\cong\angle2[/math], prove [math]\bigtriangleup ACE\cong\bigtriangleup DCB[/math].
[img]data:image/png;base64,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[/img]