Question

Given: AB=AD and AD bisects BD, then $\Delta ABC \cong \Delta ADC$. If the statement is true, mention the answer as 1, else mention 0 if false.

Answer 1

Hint: To proceed with, visualize the given data and construct a figure and then make use of the properties of triangles and solve it

Complete Step-by-Step solution:

Here we use SSS congruence property.

Here if we observe in the $\Delta ABC\& \Delta ADC$

We say that

AB=AD    (Given)

AC=AC (Common side)

BC=CD    (Here AC bisects BD)

Considering all these points we can prove that  $\Delta ABC \cong \Delta ADC$ by considering the SSS rule.

Hence the given statement is true so the answer is 1.

Note: Here in this kind of problem we have to make a note that always make use of properties according to the concept required. And also we have make use of all given condition and statements.