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Geometry 434 – Midterm Study Guide C1 Patterns (visual, number, figures, etc.) Points, lines, planes (definitions, symbols, labeling, identifications, sketches, point of intersection) Segments and their measures (ruler, distance formula, addition of segments, Pythagorean Theorem, distances between points on (x,y) axis, midpoint, slope) Angles (measuring, classifying, naming, complementary, supplementary, linear, bisectors, vertical, with and without algebra) Perimeter, circumference (circle) and area (squares, rectangles, triangles, circles, word problems) C3 Lines and angles (relationships, identifying transversals, parallel lines and associated angles-corresponding, alternate interior and exterior, consecutive interior) Solve for unknown angles with and without algebra. Using properties of parallel lines Slope of parallel lines and perpendicular lines (with and without plotting) C4 Classifying triangles by sides and angles Identifying parts of a triangle Sum of interior and exterior angles (Solving with and without algebra) Identifying congruent figures (corresponding parts, properties, solving for unknown with and without algebra) Identifying congruency of triangles using SSS, SAS, AAS, ASA, HL Placing figures in a coordinate plane, identifying points, finding midpoint and distance C5 Circumcenter, incenter and centroid of a triangle (relationship to sides, vertices, median, etc) Midsegments of triangles (properties) Constructing a triangle ( measurement of sides and angles-longest to shortest, side lengths, Hinge Theorem, possible side lengths and angle measurements) C6 Identify, name, and describe polygons Find the missing angle(s) in a quadrilateral with and without algebra. Convex and concave polygons Properties and area of parallelograms, rhombuses, rectangles, squares, trapezoids and kites Use coordinate geometry with parallelograms Identify and use reflection, rotation, translation Line of symmetry Moving points and figures in a coordinate plane Identify preimage, image, isometry C7