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BDC is an isosceles triangle.

BDC is an isosceles triangle.-example-1
User Efrat
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1 Answer

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8 votes

Answer:

Down Here

Explanation:

Step 2:

Statement: m∠C ≅ m∠B

Reason: sides opposite to congruent angles are congruent

Step 3:

Statement: BE = CE

Reason: Def. of a midpoint

Step 4:

Statement: AE = AE

Reason: Reflexive Property

Step 5:

Statement: ΔACE ≅ ΔABE

Reason: SSS

Step 6:

Statement: m∠AEC ≅m∠AEB

Reason: CPCTC

Step 7:

Statement: DE = DE

Reason: Reflexive Property, Parts whole postulate

Step 8:

Statement: ΔCDE ≅ ΔBED

Reason: SAS

Step 9:

Statement: CD = DB

Reason: CPCTC

-Chetan K

User Taygetos
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