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In ∆ABC shown below, AB is congruent to BC. Given: AB = BC. Prove: Prove: The base angles of an isosceles triangle are congruent. The two-column proof with missing statement proves the base angles of an isosceles triangle are congruent. Download png

Kathy Robinson

in Mathematics

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Annie Barnes on December 9, 2018

I found the additional attachment of this problem.The question was Which statement can be used to fill in the number in the blank space.The number in the blank space is number 3 in the Declaration of the column. The Reason column said that the number 3 is the Reflexive property. __ __The lack of the statement it is BD ≡ BDThe above triangle can be divided into two equal triangle when cut along the line BD. Therefore, the property reflective of the congruence.


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