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Function Families and Key FeaturesF-IF.C.7
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Transformations: Shifts, Stretches and ReflectionsF-BF.B.3
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Combining Functions by OperationsF-BF.A.1.b
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Composition of FunctionsF-BF.A.1.c
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Inverse FunctionsF-BF.B.4
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Domain and Range from Graphs, Tables and EquationsF-IF.A.1
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Average Rate of Change over an IntervalF-IF.B.6
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Solving Systems of Linear Equations in Three VariablesA-REI.C
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Systems of a Linear and a Quadratic EquationA-REI.C.7
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Absolute Value Equations and InequalitiesA-REI.B
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Modeling with Piecewise-Defined FunctionsF-IF.C.7.b
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Solving Compound InequalitiesA-REI.B.3
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Graphing Absolute Value Functions and Their TransformationsF-IF.C.7.b
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Complex Numbers: ArithmeticN-CN.A
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Solving Quadratics with Complex SolutionsN-CN.C.7
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Vertex, Standard and Factored Forms of QuadraticsA-SSE.B.3
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Completing the Square and the Quadratic FormulaA-REI.B.4
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Quadratic Models and OptimizationF-IF.B.4
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Powers of i and Simplifying Imaginary NumbersN-CN.A.2
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Using the Discriminant to Predict the Number and Type of SolutionsA-REI.B.4.b
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Writing a Quadratic Function from Its Roots or Three PointsA-CED.A.2
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Solving Quadratic InequalitiesA-REI.B
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Polynomial Arithmetic and Special ProductsA-APR.A.1
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Polynomial Long DivisionA-APR.D.6
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Remainder and Factor TheoremsA-APR.B.2
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Zeros and Graphs of Polynomial FunctionsA-APR.B.3
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End Behavior and Degree of PolynomialsF-IF.C.7.c
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Fundamental Theorem of AlgebraN-CN.C.9
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Factoring Sums and Differences of CubesA-SSE.A.2
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Factoring Polynomials by Grouping and by SubstitutionA-SSE.A.2
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Rational Root Theorem and Finding All ZerosA-APR.B.3
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Synthetic DivisionA-APR.D.6
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Simplifying Rational ExpressionsA-APR.D.6
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Multiplying and Dividing Rational ExpressionsA-APR.D
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Solving Rational Equations and Extraneous SolutionsA-REI.A.2
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Graphing Rational Functions and AsymptotesF-IF.C.7.d
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Radical Expressions and Rational ExponentsN-RN.A
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Solving Radical EquationsA-REI.A.2
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Adding and Subtracting Rational ExpressionsA-APR.D.7
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Rationalizing Denominators and Simplifying RadicalsN-RN.A.2
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Direct, Inverse and Joint VariationA-CED.A.2
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Exponential Growth, Decay and Compound InterestF-LE.A.4
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Properties of Exponents Applied to Exponential ModelsF-IF.C.8.b
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Logarithms as Inverses of ExponentialsF-LE.A.4
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Properties of LogarithmsF-LE.A.4
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Solving Exponential and Logarithmic EquationsF-LE.A.4
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Change of Base Formula and Evaluating LogarithmsF-LE.A.4
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Continuous Growth and the Number eF-LE.A.4
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Transformations of Exponential and Logarithmic GraphsF-BF.B.3
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Arithmetic Sequences and SeriesF-BF.A.2
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Geometric Sequences and Finite SeriesA-SSE.B.4
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Recursive and Explicit FormulasF-IF.A.3
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Modeling with SequencesF-BF.A.1.a
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Sigma Notation and Evaluating SeriesA-SSE.B.4
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Infinite Geometric Series and ConvergenceA-SSE.B.4
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Radian Measure and the Unit CircleF-TF.A.1
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Trigonometric Functions of Any AngleF-TF.A.2
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Graphing Sine and Cosine: Amplitude, Period, MidlineF-IF.C.7.e
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Modeling Periodic PhenomenaF-TF.B.5
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The Pythagorean IdentityF-TF.C.8
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Reference Angles and Exact Trigonometric ValuesF-TF.A.3
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Inverse Trigonometric Functions and Solving Basic Trigonometric EquationsF-TF.B.7
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Normal Distributions and Standard DeviationS-ID.A.4
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Sampling, Surveys and BiasS-IC.B.3
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Using Simulation to Estimate ProbabilitiesS-IC.A
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Comparing Treatments in ExperimentsS-IC.B.5
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Probability Rules and CountingS-CP.B
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Conditional Probability and Independent EventsS-CP.A.3
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Permutations and CombinationsS-CP.B.9
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Binomial Probability and Expected ValueS-MD.A
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