Question

2. In the figure, AABC and ABAD have a common base AB. Given AC = BD and BC = AD, then from the following statements which are true and which are false. (ii) ΔΒΡΑ: ΔCPB ​

Answer 1

Answer:

False

ΔABC and ΔABD are on a common base AB, and AC=BD and BC=AD

So, from the figure by looking at corresponding points and SSS test we can say that  

ΔABC≅ΔBAD

But, the statement given is ΔABC≅ΔADB, which is wrong regarding corresponding points. Because C is the corresponding point of D, and we cannot get this from the given statement.

So, given statement is false.

Step-by-step explanation:

Hope you liked the solution . Please mark me as brainliest.