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01
Points, Lines, Planes and Precise DefinitionsG-CO.A.1
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02
Distance and Midpoint in the Coordinate PlaneG-GPE.B.7
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03
Angle Pairs and Angle MeasureG-CO.C.9
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Parallel Lines Cut by a TransversalG-CO.C.9
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Constructions with Compass and StraightedgeG-CO.D.12
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Segment Addition and Angle Addition Postulates with AlgebraG-CO.A.1
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Conditional Statements, Converse, Inverse and ContrapositiveG-CO.C
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Constructing Perpendicular Bisectors and Angle BisectorsG-CO.D.12
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Constructing a Line Parallel or Perpendicular Through a PointG-CO.D.12
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Constructing an Equilateral Triangle, Square and Regular Hexagon in a CircleG-CO.D.13
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01
Translations and ReflectionsG-CO.A.2
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Rotations About a PointG-CO.A.4
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Describing Transformations that Carry a Figure onto ItselfG-CO.A.3
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Rigid Motions and CongruenceG-CO.B.6
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Composing TransformationsG-CO.A.5
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Reflecting Figures Over the Lines y = x and y = -xG-CO.A.5
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Finding the Line of Reflection or Center of Rotation from an ImageG-CO.A.4
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01
Triangle Congruence Criteria: SSS, SAS, ASAG-CO.B.8
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Using Congruent Triangles to Prove Segments and Angles EqualG-CO.B.7
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Proving Theorems About TrianglesG-CO.C.10
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Proving Theorems About ParallelogramsG-CO.C.11
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Writing Two-Column and Paragraph ProofsG-CO.C
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Isosceles and Equilateral Triangle TheoremsG-CO.C.10
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Triangle Congruence with AAS and HLG-CO.B.8
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Midsegment Theorem of a TriangleG-CO.C.10
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Triangle Inequality and Ordering Sides and AnglesG-CO.C.10
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Diagonal Properties of Rectangles, Rhombi and SquaresG-CO.C.11
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01
Dilations and Scale FactorG-SRT.A.1
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Similar Triangles and Similarity CriteriaG-SRT.A.3
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Proportional Segments in TrianglesG-SRT.B.4
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Solving Problems with Similar FiguresG-SRT.B.5
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Perimeter, Area and Volume of Similar FiguresG-SRT.B
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Dilating Figures in the Coordinate Plane About Any CenterG-SRT.A.1
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01
The Pythagorean Theorem and Its ConverseG-SRT.B.4
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02
Special Right TrianglesG-SRT.C
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Sine, Cosine and Tangent RatiosG-SRT.C.6
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Solving for Missing Sides and AnglesG-SRT.C.8
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05
Angles of Elevation and DepressionG-SRT.C.8
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Geometric Mean and the Altitude to the HypotenuseG-SRT.B.5
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Sine and Cosine of Complementary AnglesG-SRT.C.7
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08
Law of SinesG-SRT.D.10
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Law of CosinesG-SRT.D.10
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01
Parts of a Circle and Central AnglesG-C.A
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Inscribed Angles and Intercepted ArcsG-C.A.2
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Tangents, Chords and SecantsG-C.A.2
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Arc Length and Sector AreaG-C.B.5
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Equation of a CircleG-GPE.A.1
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Circumscribed and Inscribed Circles of a TriangleG-C.A.3
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Angles Formed by Two Chords, Secants or TangentsG-C.A.2
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Completing the Square to Find a Circle's Center and RadiusG-GPE.A.1
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01
Slope Criteria for Parallel and Perpendicular LinesG-GPE.B.5
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02
Partitioning a Segment in a Given RatioG-GPE.B.6
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Perimeter and Area of Polygons from CoordinatesG-GPE.B.7
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Proving Properties of Figures with CoordinatesG-GPE.B
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Equations of Parallel and Perpendicular Lines Through a PointG-GPE.B.5
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Deciding Whether a Point Lies on a CircleG-GPE.B.4
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Parabola from a Focus and DirectrixG-GPE.A.2
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01
Area and Perimeter of Composite FiguresG-GMD
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02
Volume of Prisms and CylindersG-GMD.A.3
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Volume of Pyramids, Cones and SpheresG-GMD.A.3
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04
Surface Area of SolidsG-MG.A
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05
Cross Sections and Solids of RevolutionG-GMD.B.4
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01
Modeling Objects with Geometric ShapesG-MG.A.1
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02
Density and Design ProblemsG-MG.A.2
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03
Probability of Compound EventsS-CP.B
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Conditional Probability and IndependenceS-CP.A
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Geometric Probability Using Length and AreaS-CP.A
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Two-Way Tables and Conditional ProbabilityS-CP.A.4
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