Question

Four friends decided to play a game, Meena advised instead of playing physical game let's play a
geometry game.
Meena Drew a ABC. Rohit found the midpoint of side AB and marked it as D. Now the third
student Mathew, from D drew a line DE||BC, for this, he made ∠ADE =∠ABC.
Further, the fourth friend Veena from the point E drew a line parallel to AB, She observed that this line
cuts Bc at New point F. Veena found that EF = BD. As marked in the given picture.
Now all the friends were trying to prove that .△ADE ≅ΔEFC
Now answer the following questions:
i. In the ADE and EFC, AD =?
ii. In the △ADE and △EFC, ∠1 =?
iii. In the △ADE and △EFC, ∠2 =?
iv. ADE and EFC are congruent according to which criteria:
v. AE is equal to which side?
pls help me answer this in 1 hour

Answer 1

Answer:

AE can be in all directions of traingle