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# Geometry Problems The document contains a set of geometry problems, including quadrilaterals (rectangles, rhombuses, squares, trapezoids), triangles, and polygons. Problems involve finding missing angles, side lengths, and proving geometric relationships. **Problem Types and Examples:** * **Qu...

# Geometry Problems The document contains a set of geometry problems, including quadrilaterals (rectangles, rhombuses, squares, trapezoids), triangles, and polygons. Problems involve finding missing angles, side lengths, and proving geometric relationships. **Problem Types and Examples:** * **Quadrilateral Properties:** Problems involve determining if a quadrilateral is a specific type (e.g., rectangle, rhombus, square, trapezoid) based on given vertices or properties. Examples include finding evidence that a quadrilateral is a trapezoid or a square. * **Angle and Side Lengths:** Problems involve solving for unknown angles and side lengths based on given relationships (e.g., congruent sides, parallel lines). Examples include solving for x in expressions involving angle measurements and segment lengths. * **Sum of Interior/Exterior Angles:** Problems involve calculating the sum of interior angles in polygons (e.g., 32-gon) and the sum of exterior angles in polygons (e.g., 14-gon). * **Congruence Proofs:** Some problems involve proving that two figures are congruent or that segments are equal in length. * **Coordinate Geometry:** Some problems involve plotting points on a coordinate plane to determine the shape and properties of a quadrilateral. * **Midpoint Theorems:** The document also includes a problem related to the midpoint theorem in triangles. **Figures/Diagrams:** Various diagrams of quadrilaterals, triangles, and polygons are included as visuals for the problems. These diagrams are not included in the text representation. **Overall:** The document provides a collection of geometry problems for review and practice, focusing on finding missing values and proving theorems related to quadrilaterals and polygons.