Question

PLEASE HELP!

Given the following figure, prove that AC bisects 13 years ago

Answer 1

Statement:
Line AC bisects DAB

Reason:
In triangles ACD and ACB, it is given that:
CD = BC, and
AD = AB.
So triangle ACD is congruent to triangle ACB by Side-Side-Side or SSS congruence.
We can infer that AC = AC as the common line between both triangles.
So,
mCAD = mCAB ( Corresponding angles of congruent triangles).
This implies that angle DAB has been bisected by line AC.

Answer 2

For the last reason, what is the statement? @Dharmaputra_993

Answer 3

DAB is bisected by line AC because measure of angle CAD and CAB are same.

Answer 4

OK! THANKS! A LOT