Answer:
Explanation:
In ΔABD and ΔBDC
BD = BD {common to both trianles}
∠ABD =∠DBC {BD is bisects ∠B}
∠BAD = ∠BCD {given in the sum, both are 90}
ΔABD and ΔBDC are congruent triangles.
7) so, AD conguent CD
8) False.
AB congruent CB because ΔABD and ΔBDC are congruent as CPCT rule.
AB congruent CB not because of BD is bisector of ∠B