maths

Answer: DC produced bisects BC at right angle.

If true then enter 1 else if False enter 0

$AB=AC⟶(1)$

Hence $△DBC$ is isosceles,

$DB=DC⟶(2)$

In $△ABD$ and $△DBC,AB=AC[From (1)],BD=DC(From (2))AD=AD(common)$

$therefore△ABD≅△ACD(SSS congruence rule.)$

The statement is false.

Answer verified by Toppr

If true then enter $1$ and if false then enter $0$

View solution

View solution

Say true or false.

View solution

Is $BP$>$PQ$ .

View solution

View solution

$△YZX≅△PQR$

View solution

$∠CAD=∠BAE$

**State whether the above statement is true or false.**

View solution

(i) $ΔABD≅ΔACD$

(ii) $ΔABP≅ΔACP$

(ii) $AP$ bisects $∠A$ as wll as $∠D$.

(Iv) $AP$ is the perpendicular bisector of $BC$.

View solution

View solution

View solution

View solution

View solution

View solution

View solution

View solution

View solution

View solution

View solution

View solution

View solution

View more

Create custom Assignments

Customize assignments and download PDF’s