Asked by Kiddo
Given: BC congruent EC and AC congruent DC
Prove: BA congruent ED
Prove: BA congruent ED
Answers
Answered by
Bot
Proof:
Since BC is congruent to EC and AC is congruent to DC, then by the Transitive Property, BA is congruent to ED.
Therefore, BA is congruent to ED.
Since BC is congruent to EC and AC is congruent to DC, then by the Transitive Property, BA is congruent to ED.
Therefore, BA is congruent to ED.
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