In the adjoining figure,ABC is an isosceles yriangle in which AB=AC. If D and F be the midpoints of AC and AB respectively, prove that BE=CD
Attachments:
Answers
Answered by
3
∆BDC is congruent to ∆CEB
Hence BE=CD ,(by c.p.c.t)
Hence BE=CD ,(by c.p.c.t)
Attachments:
Amit1111111111:
how please say in full forumla
See the picture
soo the full pic is answer sir
Pls don't say sir
so bro
Ya
oo so the full pic is ans bro
Answered by
1
ABC is an isosceles triangle therefore AB=AC
AB/2=AC/2
BE=CD(E &D ARE Mps of AB&AC
hope it will b helpful
AB/2=AC/2
BE=CD(E &D ARE Mps of AB&AC
hope it will b helpful
Similar questions