以上两张图片是同一道题，请帮我解题---**Chart/Diagram Description:** * **Type:** Geometric figure, specifically a star polygon or pentagram. * **Main Elements:** * **Points:** Five points are labeled with letters. * Point A is located on the right side. * Point B is located below and slightly to the right of the center. * Point C is located on the left side. * Point D is located below and slightly to the left of the center. * Point E is located at the top. * **Lines:** Straight lines connect the points, forming a five-pointed star. * Line segments connect E to B, B to D, D to A, A to C, and C to E. * These lines intersect in the center of the figure. * **Shape:** A five-pointed star formed by connecting the vertices E, B, D, A, C in sequence. * **Labels and Annotations:** The vertices are labeled A, B, C, D, E. The labels are positioned near their respective vertices. * **Relative Position and Direction:** The points are arranged in a roughly pentagonal layout, with E at the top, A to the upper right, B to the lower right, D to the lower left, and C to the upper left, forming the vertices of the star. The lines connect non-adjacent points of this implicit pentagon. **Textual Information:** * **Question Stem:** 如图, ∠A + ∠C = 56°, BE 平分 ∠ABC, DE 平分 ∠ADC, 求 ∠E 的度数. **Chart/Diagram Description:** * The problem statement refers to a figure ("如图"), but the figure itself is not present in the image. The text describes a geometric configuration involving angles and angle bisectors, implying a diagram is necessary to fully understand the positions of points A, B, C, D, and E and the angles ∠A, ∠C, ∠ABC, ∠ADC, and ∠E. Based on the description, it is likely a problem involving a quadrilateral ABCD and point E formed by the intersection of angle bisectors BE and DE.