CBSE Class 9CBSE
Share
Notifications

View all notifications
Books Shortlist
Your shortlist is empty

In Fig. 10.92, It is Given that Ab = Cd and Ad = Bc. Prove that δAdc ≅ δCba. - CBSE Class 9 - Mathematics

Login
Create free account


      Forgot password?

Question

In Fig. 10.92, it is given that AB = CD and AD = BC. Prove that ΔADC ≅ ΔCBA. 

 

Solution

Given that in the figure AB =CD  and . AD=BC 
We have to prove 

ΔADC≅ΔCBA 

Now,
Consider ΔADC and ΔCBA  

We have 

AB = CD                 [Given] 

BC = AD                 [Given] 

And AC=AC             [Common side] 

So, by SSS congruence criterion, we have 

ΔADC≅ΔCBA 

∴ Hence proved 

 

  Is there an error in this question or solution?

APPEARS IN

Solution In Fig. 10.92, It is Given that Ab = Cd and Ad = Bc. Prove that δAdc ≅ δCba. Concept: Criteria for Congruence of Triangles.
S
View in app×