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- Unit #1: Congruence (11 weeks)
G.CO.A.1 has no notes because its objective is to define geometric terms as the year progresses. A glossary out of any textbook can supply you most all of the needed definitions and if they are new definitions like Congruence or Similarity - they will be provided in the notes concerning those topics. (g.co.a.1overview.docx)
G.CO.A.2 – Coordinate Rules, Isometry, Mapping & Functions
· g.co.a.2notes.docx
· g.co.a.2overview.docx
G.CO.A.3 – Rotational and Reflectional Symmetry
· g.co.a.3notes.docx
· g.co.a.3overview.docx
G.CO.A.4 – Definitions of the Isometric Transformations
· g.co.a.4notes.docx
· g.co.a.4overview.docx
G.CO.A.5 – Performing the isometric transformations and sequences of transformations
· g.co.a.5notes1.docx (Coordinate rules)
· g.co.a.5notes2.docx (Double Reflections)
· g.co.a.5notes3.docx (Constructions)
· g.co.a.5overview.docx
G.CO.B.6 – Definition of congruence using transformations
· g.co.b.6notes.docx
· g.co.b.6overview.docx
G.CO.B.7 – Congruence of triangles using transformations
· g.co.b.7notes.docx
· g.co.b.7overview.docx
G.CO.B.8 – Triangle congruence criteria
· g.co.b.8notes.docx
· g.co.b.8overview.docx
G.CO.C.9 – Prove theorems about lines and angles. - parallel line relationships.
· g.co.c.9notes.docx
· g.co.c.9overview.docx
G.CO.C.10 – Prove theorems about triangles.
· g.co.c.10notes.docx
· g.co.c.10overview.docx
G.CO.C.11 – Prove theorems about parallelograms - quadrilateral properties.
· g.co.c.11notes.docx
· g.co.c.11overview.docx
G.CO.C.12 – Basic constructions.
· g.co.d.12notes.docx
· g.co.d.12overview.docx
G.CO.C.13 – Inscribed constructions.
· g.co.d.13notes.docx
· g.co.d.13overview.docx
- Unit #2: Similarity (7 weeks)
G.SRT.A.1 – Dilations
· g.srt.a.1notes.docx
· g.srt.a.1overview.docx
G.SRT.A.2 – Similarity
· g.srt.a.2notes.docx
· g.srt.a.2overview.docx
G.SRT.A.3 – Similarity Criterion
· g.srt.a.3notes.docx
· g.srt.a.3overview.docx
G.SRT.B.4 – Proportional Parts
· g.srt.b.4notes.docx
· g.srt.b.4overview.docx
G.SRT.B.5 – Geometric Mean / Special Right D
· g.srt.b.5notes.docx
· g.srt.b.5overview.docx
G.SRT.C.6 – Basic Trig. Ratios
· g.srt.c.6notes.docx
· g.srt.c.6overview.docx
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G.SRT.C.7 – Co-Functions (Sine & Cosine)
· g.srt.c.7notes.docx
· g.srt.c.7overview.docx
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G.SRT.SRT.C.8 – Solving Right Triangles
· g.srt.c.8notes.docx
· g.srt.c.8overview.docx
G.SRT.D.9 – Area of a Triangle (Sine)
· g.srt.d.9notes.docx
· g.srt.d.9overview.docx
G.SRT.D.10 – Law of Sines & Cosines
· g.srt.d.10notes.docx
· g.srt.d.10overview.docx
G.SRT.D.11 – Applying Laws of Sines & Cosines
· g.srt.d.11notes.docx
· g.srt.d.11overview.docx
Unit #3: Volume (4 weeks)G.GMD.A.1 – Conceptual Development of Area & Volume
· g.gmd.a.1notes.docx
· g.gmd.a.1overview.docx
G.GMD.A.3 – Calculating Volume
· g.gmd.a.3notes.docx
· g.gmd.a.3overview.docx
G.GMD.B.4 – 2D to 3D, Revolving 2D Cross Sections
· g.gmd.b.4notes.docx
· g.gmd.b.34overview.docx
Unit #4: Coordinate (4 weeks)G.GPE.A.1 – Equations of Circles
· g.gpe.a.1notes.docx
· g.gpe.a.1overview.docx
G.GPE.A.2 – Equations of Parabolas
· g.gpe.a.2notes.docx
· g.gpe.a.2overview.docx
G.GPE.B.4 – Coordinate Relationships
· g.gpe.b.4notes.docx
· g.gpe.b.4overview.docx
G.GPE.B.5 – Parallel & Perpendicular Lines / Coordinate Proof
· g.gpe.b.5notes.docx
· g.gpe.b.5overview.docx
G.GPE.B.6 – Direct Line Segments
· g.gpe.b.6notes.docx
· g.gpe.b.6overview.docx
G.GPE.B.7 – Area on the Grid
· g.gpe.b.7notes.docx
· g.gpe.b.7overview.docx
Unit#5: Circles (5 weeks)G.C.A.1 – Circle Similarity
· g.c.a.1notes.docx
· g.c.a.1overview.docx
G.C.A.2 – Circle Properties & Relationships
· g.c.a.2notes.docx
· g.c.a.2overview.docx
G.C.A.3 – Inscribed & Circumscribed Circles of a D
· g.c.a.3notes.docx
· g.c.a.3overview.docx
G.C.A.4 – Tangent Line to Circle Construction
· g.c.a.4notes.docx
· g.c.a.4overview.docx
G.C.B.5 – Radians
· g.c.b.5notes.docx
· g.c.b.5overview.docx