Question

8. In figure 7.17, ABC is an isosceles triangle in
which AB=AC.D, E and F are the midpoints
of sides AB, BC and CA respectively.
Prove that ADBE E AFCE.
B
С
E
Fig. 7.17​

Answer 1

In figure 7.17, ABC is an isosceles triangle in

In figure 7.17, ABC is an isosceles triangle inwhich AB=AC.D, E and F are the midpoints

In figure 7.17, ABC is an isosceles triangle inwhich AB=AC.D, E and F are the midpointsof sides AB, BC and CA respectively.

In figure 7.17, ABC is an isosceles triangle inwhich AB=AC.D, E and F are the midpointsof sides AB, BC and CA respectively.Prove that ADBE E AFCE.

In figure 7.17, ABC is an isosceles triangle inwhich AB=AC.D, E and F are the midpointsof sides AB, BC and CA respectively.Prove that ADBE E AFCE.B

In figure 7.17, ABC is an isosceles triangle inwhich AB=AC.D, E and F are the midpointsof sides AB, BC and CA respectively.Prove that ADBE E AFCE.BС

In figure 7.17, ABC is an isosceles triangle inwhich AB=AC.D, E and F are the midpointsof sides AB, BC and CA respectively.Prove that ADBE E AFCE.BСE

In figure 7.17, ABC is an isosceles triangle inwhich AB=AC.D, E and F are the midpointsof sides AB, BC and CA respectively.Prove that ADBE E AFCE.BСEFig. 7.17