Geometry Curriculum Map

See the curriculum map below or click a button to download it.

Unit 1 - Intro & Geometric Transformations

1.01 - Geometry Notation (HSG-CO.A.1)
1.02 - Distance and Perimeter (HSG-GPE.B.7)
1.03 - Slope (set-up for HSG-GPE.B.4 and HSG-GPE.B.5)
1.04 - Angle Notation (HSG-CO.A.1)
1.05 - Translations and Reflections (HSG-CO.A.2, HSG-CO.A.4, HSG-CO.A.5, HSG-CO.B.6)
1.06 - Rotations (HSG-CO.A.2, HSG-CO.A.4, HSG-CO.A.5, HSG-CO.B.6)
1.07 - Describing Transformations (HSG-CO.A.2, HSG-CO.A.5)
1.08 - Congruency (HSG-CO.B.6)
1.09 - Mapping a Figure onto Itself (HSG-CO.A.3)

Unit 2 - Tools of Geometry

2.01 - Partitioning Segments (HSG-GPE.B.6)
2.02 - Midpoints & Bisectors (HSG-GPE.B.6)
2.03 - Vertical Angles, Linear Pairs & Perp. Lines (HSG-CO.C.9)
2.04 - Algebraic Proofs (set-up for proofs)
2.05 - Words to Diagrams (HSG-CO.C.9)
2.06 - 2-Step Geometric Proofs (set-up for proofs)
2.07 - Triangle Angle Theorems (HSG-CO.C.10)
2.08 - Types of Triangles (HSG-CO.C.10)
2.09 - Coordinate Geometry: Classifying Triangles (HSG-GPE.B.4)

Unit 3 - Parallel & Perpendicular Lines

3.01 - Review of Linear Equations (set-up for HSG-GPE.B.5)
3.02 - Equations of Parallel and Perp. Lines (HSG-CO.A.1, HSG-GPE.B.5)
3.03 - Coordinate Geometry: Proving Right Triangles (HSG-GPE.B.4)
3.04 - Equations of Perpendicular Bisectors (HSG-CO.A.4, HSG-GPE.B.5, HSG-GPE.B.6)
3.05 - Transversal Angle Names (HSG-CO.C.9)
3.06 - Transversal Angle Relationships (HSG-CO.C.9)
3.07 - Mixed Angle Practice (HSG-CO.C.9)
3.08 - Proving Lines are Parallel (HSG-CO.C.9)

Unit 4 - Congruent Triangles

4.01 - SSS and SAS (HSG-CO.B.7, HSG-CO.B.8, HSG-CO.C.10, HSG-SRT.B.5)
4.02 - ASA and AAS (HSG-CO.B.8, HSG-CO.C.10, HSG-SRT.B.5)
4.03 - HL (HSG-CO.C.10, HSG-SRT.B.5)
4.04 - Reflexive and Vertical Angles (HSG-CO.C.9)
4.05 - Congruent Triangle Proofs, Day 1 (HSG-CO.C.10)
4.06 - Congruent Triangle Proofs, Day 2 (HSG-CO.C.10)
4.07 - CPCTC (HSG-CO.C.10)
4.08 - Completing Congruence (HSG-CO.B.7)

Unit 5 - Relationships in Triangles

5.01 - Midsegments (HSG-CO.C.10)
5.02 - Perpendicular Bisectors (HSG-CO.C.9, HSG-CO.C.10)
5.03 - Angle Bisectors (HSG-CO.C.9, HSG-CO.C.10)
5.04 - Circumcenters & Incenters (HSG-CO.C.9, HSG-CO.C.10)
5.05 - Medians & Centroids (HSG-CO.C.9, HSG-CO.C.10)
5.06 - Altitudes & Orthocenters (HSG-CO.C.9, HSG-CO.C.10)
5.07 - Special Segments on Graphs (HSG-GPE.B.4)
5.08 - Triangle Centers on Graphs (HSG-CO.C.10, HSG-GPE.B.4)
5.09 - Triangle Inequalities (HSG-CO.C.10)

Unit 6 - Quadrilaterals

6.01 - Proving Parallelogram Properties (HSG-CO.C.11)
6.02 - Using Parallelogram Properties (HSG-CO.C.11)
6.03 - Is It a Parallelogram? (HSG-GPE.B.4)
6.04 - Rectangles (HSG-CO.A.3, HSG-GPE.B.4, HSG-CO.C.11)
6.05 - Rhombi and Squares (HSG-CO.A.3, HSG-GPE.B.4, HSG-CO.C.11)
6.06 - Trapezoids and Kites (HSG-CO.A.3, HSG-GPE.B.4, HSG-CO.C.11)
6.07 - Coordinate Geometry: Quadrilaterals (HSG-GPE.B.4)
6.08 - All Special Quadrilaterals (none)

Unit 7 - Similarity

7.01 - Dilations on the Grid (HSG-SRT.A.1, HSG-SRT.A.2, HSG-CO.A.2)
7.02 - Dilations of Lines (HSG-SRT.A.1, HSG-SRT.A.1.a, HSG-SRT.A.1.b)
7.03 - Sequences of Transformations (HSG-SRT.A.2)
7.04 - Solving Similar Triangles (HSG-SRT.B.5)
7.05 - SSS & SAS Similarity (HSG-SRT.A.2, HSG-SRT.B.5)
7.06 - AA Similarity (HSG-SRT.A.2, HSG-SRT.A.3, HSG-SRT.B.5)
7.07 - Triangle Proportionality (HSG.SRT.B.4, HSG-SRT.B.5)
7.08 - Right Triangle Similarity (HSG-SRT.B.5)

Unit 8 - Trigonometry

8.01 - Trigonometric Ratios (HSG-SRT.C.6)
8.02 - Cofunctions (HSG-SRT.C.7)
8.03 - Finding Missing Sides (HSG-SRT.C.8)
8.04 - Finding Missing Angles (HSG-SRT.C.8)
8.05 - Angles of Elevation / Depression (HSG-SRT.C.8)
8.06 - Special Right Triangles (HSG-SRT.C.8)
8.07 - Law of Sines (HSG-SRT.D.10, HSG-SRT.D.11)
8.08 - Law of Cosines (HSG-SRT.D.10, HSG-SRT.D.11)

Unit 9 - Circles

9.01 - Equations of Circles (HSG-C.A.1, HSG-CO.A.1, HSG-GPE.A.1, HSG-GPE.B.4)
9.02 - Completing the Square (HSG-GPE.A.1)
9.03 - Area of a Sector (HSG-C.B.5)
9.04 - Arc Length (HSG-C.B.5)
9.05 - Central & Inscribed Angles (HSG-C.A.2)
9.06 - Interior & Exterior Angles (HSG-C.A.2)
9.07 - Other Angles in Circles (HSG-C.A.2, HSG-C.A.3)
9.08 - Chord & Secant Lengths (HSG-C.A.2)
9.09 - Tangent Lengths (HSG-C.A.2)

Unit 10 - Volume

10.01 - Unit Conversions & Density (set-up for HSG-MG.A.2)
10.02 - Prisms & Cylinders (HSG-GMD.A.1, HSG-GMD.A.2, HSG-GMD.A.3, HSG-MG.A.1)
10.03 - Pyramids & Cones (HSG-GMD.A.1, HSG-GMD.A.2, HSG-GMD.A.3, HSG-MG.A.1)
10.04 - Spheres & Composite Solids (HSG-GMD.A.2, HSG-GMD.A.3, HSG-MG.A.1)
10.05 - Density Applications (HSG-GMD.A.3, HSG-MG.A.1, HSG-MG.A.2)
10.06 - Volume Applications (HSG-GMD.A.3, HSG-MG.A.3)
10.07 - Cross Sections (HSG-GMD.B.4)
10.08 - Solids of Revolution (HSG-GMD.B.3, HSG-GMD.A.4)

Unit 11 - Constructions

11.01 - Intro & Copy a Segment (HSG-CO.D.12)
11.02 - Triangles & Parallel Lines (HSG-CO.D.12)
11.03 - Copy an Angle (HSG-CO.D.12)
11.04 - Perpendicular Bisector (HSG-CO.D.12)
11.05 - Applications of Perpendicular Bisectors (HSG-CO.D.12, HSG-C.A.3, HSG-C.A.4)
11.06 - Perpendicular and Through a Point (HSG-CO.D.12)
11.07 - Angle Bisector (HSG-CO.D.12, HSG-C.A.3)
11.08 - Regular Polygons Inscribed in Circles (HSG-CO.D.12, HSG-CO.D.13)

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