1.5 USING FORMULAS IN GEOMETRY
1.6 MIDPOINT & DISTANCE IN THE COORDINATE PLANE
1.7 TRANSFORMATIONS IN THE COORDINATE PLANE
2.1 INDUCTIVE REASONING TO MAKE CONJECTURES
2.3 DEDUCTIVE REASONING TO VERIFY CONJECTURES
2.7 FLOWCHART & PARAGRAPH PROOFS
3.2 ANGLES FORMED BY PARALLEL LINES & TRANSVERSALS
3.6 LINES IN THE COORDINATE PLANE
4.2 ANGLE RELATIONSHIPS IN TRIANGLES
4.4 TRIANGLE CONGRUENCE: SSS & SAS
4.5 TRIANGLE CONGRUENCE: ASA, AAS, HL
4.6 TRIANGLE CONGRUENCE: CPCTC
4.7 INTRODUCTION TO COORDINATE PROOF
4.8 ISOSCELES & EQUILATERAL TRIANGLES
5.1 PERPENDICULAR & ANGLE BISECTORS
5.3 MEDIANS AND ALTITUDES OF TRIANGLES
5.4 TRIANGLE MID-SEGMENT THEOREM
5.5 INDIRECT PROOF & INEQUALITIES IN ONE TRIANGLE
5.6 INEQUALITIES IN TWO TRIANGLES
6.2 PROPERTIES OF PARALLELOGRAMS
6.3 CONDITIONS OF PARALLELOGRAMS
6.4 PROPERTIES OF SPECIAL PARALLELOGRAMS
6.5 CONDITIONS OF SPECIAL PARALLELOGRAMS
6.6 PROPERTIES OF KITES & TRAPEZOIDS
7.2 RATIOS IN SIMILAR POLYGONS
7.3 TRIANGLE SIMILARITY: AA, SSS, SAS
7.4 PROPERTIES OF SIMILAR TRIANGLES
7.5 USING PROPORTIONAL RELATIONSHIPS
7.6 DILATIONS & SIMILARITY IN THE COORDINATE PLANE
8.1 SIMILARITY IN RIGHT TRIANGLES
8.4 ANGLES OF ELEVATION & DEPRESSION
9.1 DEVELOPING FORMULAS FOR TRIANGLES & QUADRILATERALS
9.2 DEVELOPING FORMULAS FOR CIRCLES & REGULAR POLYGONS
9.4 PERIMETER & AREA IN THE COORDINATE PLANE
9.5 EFFECTS OF CHANGING DIMENSIONS PROPORTIONALLY
10.2 THREE DIMENSIONAL FIGURES
10.3 FORMULAS IN THREE DIMENSIONS
10.4 SURFACE AREA OF PRISMS & CYLINDERS
10.5 SURFACE AREA OF PYRAMIDS & CONES
10.6 VOLUME OF PRISMS & CYLINDERS
10.7 VOLUME OF PYRAMIDS & CONES
11.1 LINES THAT INTERSECT CIRCLES
11.5 ANGLE RELATIONSHIPS IN CIRCLES
11.6 SEGMENT RELATIONSHIPS IN CIRCLES
11.7 CIRCLES IN THE COORDINATE PLANE
