1. The problem asks to identify the term that describes the segment HJ in triangle KJI, given that HJ bisects the angle at vertex J into two equal angles of 47°. 2. The key information is that HJ divides the angle at J into two equal parts, each measuring 47°. 3. The formula or definition relevant here is the definition of an angle bisector: a segment that divides an angle into two equal angles. 4. Since HJ splits the angle at J into two equal angles of 47°, it fits the definition of an angle bisector. 5. Other terms: - Altitude: a segment from a vertex perpendicular to the opposite side. - Median: a segment from a vertex to the midpoint of the opposite side. - Perpendicular bisector: a segment that is perpendicular to a side and bisects it. 6. Given the information, HJ is an angle bisector. **Final answer:** HJ is an angle bisector.