In the given AD=BE and ∠DAB=∠EBA. Then ΔDAB≅ΔEBA by AAS postulate.
True
False
In ΔDAB and ΔEBA
(ii) AD=BE ………(given)
(ii) ∠DAB=∠EBA ……….(given)
(iii) AB=AB ………(common)
Hence ΔDAB≅ΔEBA by SAS postulate.
Therefore the given statement is false.
In the given AD=BE and ∠DAB=∠EBA. Which of the following statements are true?
In the given figure, DE∥BC.Then, △ ADE is not similar to △ ABC
Any point on the line represented by x−2y=0 can be written as (2a,a).