ABC is isosceles triangle and angle B = angle C, AD is perpendicular from A on BC, prove that triangle ABD congruence triangle ACD hence show that D is the mid-point of BC
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in tri. ABD and tri. ACD,we have:
angle ADB=ADC(90 DEGREE)
AB =AC
AD=AD (COMMON?)
angle ADB=ADC(90 DEGREE)
AB =AC
AD=AD (COMMON?)
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