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To complete the proof, the missing statement in **Step 3** is:

**Statement:** \( \angle CEB \text{ is a right angle} \)  
**Reason:** Perpendicular lines form right angles.

This completes the logic, as **Step 3** establishes that both angles \( \angle AEB \) and \( \angle CEB \) are right angles due to the perpendicularity of \( BD \) to \( AC \).

Explore the step-by-step proof to show that ΔABE is congruent to ΔCBE by applying the SAS Congruence Postulate. This solution includes reasoning based on right angles, bisectors, and congruent segments, suitable for high school geometry students.

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