To prove: The similarity of \triangle BCD with respect to \triangle FED. Given information: Here, we have given that \overline{AC}\cong \overline{AE}\ and\ \angle CBD\cong \angle EFD

Reeves

Reeves

Answered question

2021-04-16

To prove: The similarity of BCD with respect to FED.
Given information: Here, we have given that AC=AE and CBD=EFD

Answer & Explanation

unessodopunsep

unessodopunsep

Skilled2021-04-18Added 105 answers

Proof: AS, AC=AE,
ACE=AEC (Angles opposite to equal sides are equal)
Or, BCD=FED
Now, In BCD and FED
BCD=FED (Proved above)
CBD=EFD (Given)
BCDFED (By AA Similarity Rule)

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