Question

In traingle ABC, AB=AC. Line AD is the bisector of A. prove that D is the midpoint of BC
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Answer 1

Answer:

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Answer 2

Answer:

in TRIANGLE ADB and triangle ADC

AB=AC (GIVEN)

ANGLE BAD=ANGLE DAC (GIVEN)

AD (COMMON)

SO BY SAS

TRIANGLE ADB CONGRUENT TO TRIANGLE ADC

BY CPCT BD=DC

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