Provo that both Triangles are congruent
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ajoychetry44167:
some condition must be given
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Answered by
7
In triangle ABE& ACE,
1)<AEB=<AEC (R)
2) AB=AC (H)
3)AE=AE(S)
BOTH ARE CONSIDERED CONGRUENT BY RHS FACT.
HOPE IT HELPS YA
1)<AEB=<AEC (R)
2) AB=AC (H)
3)AE=AE(S)
BOTH ARE CONSIDERED CONGRUENT BY RHS FACT.
HOPE IT HELPS YA
Answered by
3
As AE is perpendicular to BC
So we have,Δ ABE & Δ ACE
Therefore, in Δ ABE & Δ ACE
= > AB = AC ( same side of triangles)
=> ang.AEB = ang.AEC (each equals 90°)
=>AE = AE (common)
Hence, Δ ABE ≈ Δ ACE
So we have,Δ ABE & Δ ACE
Therefore, in Δ ABE & Δ ACE
= > AB = AC ( same side of triangles)
=> ang.AEB = ang.AEC (each equals 90°)
=>AE = AE (common)
Hence, Δ ABE ≈ Δ ACE
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