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How is this geometry proof done for question 1?

How is this geometry proof done for question 1?-example-1
User Gray
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1 Answer

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AD=BE Given

AD + DE = BE + DE Equals plus Equals are equal

AE = BD Collinear property (from given line ADEB)

CD = CE Given

CDE is isosceles Def

angle CDE = angle CED prop isosceles triangles

AEC = BDC That's congruency, SAS (AE=BD, CE=CD, and the included angle)

AC = BC congruent parts of congruent triangles

User Amalan Dhananjayan
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