Question

Geometry question

Answer 1

Given that ,point \(A\) lies between \(B\) and \(D\) , \(AC=AD\) .Prove that
\(\angle BCD>\angle BDC\)

Answer 2

should be easy

Answer 3

yes its from \(9th\) grade but i still can;t figure it

Answer 4

base angles of isosceles triangle are equal

Answer 5

hahahah

Answer 6

i am silly

Answer 7

i forget that \(\angle ADC=\angle BDC\)

Answer 8

its embarasing

Answer 9

\[\begin{align}\angle BCD &= \angle BCA + \angle ACD\\~\\
&=\angle BCA + \angle ADC\\~\\
&=\angle BCA + \angle BDC\\~\\
&\gt \angle BDC
\end{align}\]

Answer 10

that looks neat way