Please answer who is genius
Attachments:
Answers
Answered by
0
i tri. DEC and DCF
DC= DC. (common)
DE=DE. (given)
angle dec = angle DFC. (given)
so by SAS congruency criterion tri.
dec congruent dcf
DC= DC. (common)
DE=DE. (given)
angle dec = angle DFC. (given)
so by SAS congruency criterion tri.
dec congruent dcf
Answered by
2
Given: ABC is a triangle, CD is altitude and DE and DF are prependiculars from D on the sides AC and BC and DE = DF.
To proof : triangle-DEC = triangle-DFC
Prove: In triangle-DEC and triangle-DFC
DE =DF (Given)
DC = DC (Common)
angle DEC = angle DFC = 90degree (Given)
Hence,
triangle-DEC = triangle-DFC (RHS congruence criterion)
Hence Proved
Hope this helps you...:)
To proof : triangle-DEC = triangle-DFC
Prove: In triangle-DEC and triangle-DFC
DE =DF (Given)
DC = DC (Common)
angle DEC = angle DFC = 90degree (Given)
Hence,
triangle-DEC = triangle-DFC (RHS congruence criterion)
Hence Proved
Hope this helps you...:)
Similar questions