In triangle ABC , AD is the bisector of angle A, If AD bisects Bc, Pro

1.	In triangle ABC , AD is the bisector of angle A, If AD bisects Bc, Prove that AB = AC
Answer» Answer: ASA CRITERIA Step-by-step explanation: now there are TWO TRIANGLES which are triangle ADB and triangle adc we can prove that the two triangles are equal/congruent through ASA criteria AD = AD [ common line] ANGLE DAB = angle DAC [ AD is the angle bisector ] the base angles are also equal that is 90 degree each hence,proved by cpct [ corresponding parts of congruent traingle are equal] AB=AC

In triangle ABC , AD is the bisector of angle A, If AD bisects Bc, Prove that AB = AC

Answer»

Answer:

ASA CRITERIA

Step-by-step explanation:

now there are TWO TRIANGLES which are triangle ADB and triangle adc

we can prove that the two triangles are equal/congruent through ASA criteria

AD = AD [ common line]

ANGLE DAB = angle DAC [ AD is the angle bisector ]

the base angles are also equal that is 90 degree each

hence,proved by cpct [ corresponding parts of congruent traingle are equal]

AB=AC