Carnegie Learning



1Transforming Geometric ObjectsMATHia UnitMATHia WorkspaceCompletedReflectionRigid Motions on the Coordinate PlaneExperimenting with Rigid MotionsTranslating Plane FiguresReflecting Plane FiguresRotating Plane FiguresDescribing Rigid Motions Using CoordinatesDilating Figures on the Coordinate PlaneDefining SimilarityDilating Plane FiguresMapping Similar Figures Using TransformationsPerforming One TransformationPerforming Multiple TransformationsDescribing Transformations Using Coordinates1Transforming Geometric ObjectsMATHia UnitMATHia WorkspaceCompletedReflectionTriangle Sum and Exterior Angle TheoremsIntroduction to Triangle Sum and Exterior Angle TheoremsSolving Problems Using Triangle Sum and Exterior AnglesAngle Relationships Formed by Lines Intersected by a TransversalClassifying Angles Formed by TransversalsReasoning about Angles Formed by TransversalsCalculating Angle Measures Formed by TransversalsThe Angle-Angle Similarity TheoremIntroduction to the Angle-Angle Similarity TheoremIdentifying Similar Triangles2Developing Functional FoundationsMATHia UnitMATHia WorkspaceCompletedReflectionRepresenting Proportional RelationshipsRepresenting Proportional Relationships AlgebraicallyModeling the Constant of ProportionalityComparing Proportional Relationships in Different FormsUsing Similar Triangles to Describe the Steepness of a LineUnderstanding the Slopes of LinesWriting Equations for LinesExploring SlopesGraphing Linear RelationshipsComparing Proportional and Non-Proportional RelationshipsUsing Tables, Graphs, and EquationsMultiple Representations of Linear EquationsModeling Linear Relationships Using Multiple Representations2Developing Functional FoundationsMATHia UnitMATHia WorkspaceCompletedReflectionLinear Relationships in TablesCalculating SlopesSlope-Intercept Form of a LineConnecting Slope-Intercept and Point-Slope FormsWriting Equations Given Slope and a PointWriting Equations Given Two PointsAnalyzing Models of Linear RelationshipsPoint-Slope Form of a LineModeling Linear Relationships Given an Initial PointModeling Linear Relationships Given Two Points2Developing Functional FoundationsMATHia UnitMATHia WorkspaceCompletedReflectionGraphing Linear EquationsGraphing Given an Integer Slope and y-InterceptGraphing Given a Decimal Slope and y-InterceptModeling Linear Equations in Standard FormGraphing Linear Equations using a Given MethodGraphing Linear Equations using a Chosen MethodDefining Functional RelationshipsClassifying Relations and FunctionsExploring FunctionsDescribing Graphs of FunctionsExploring Graphs of FunctionsIdentifying Key Characteristics of Graphs of FunctionsComparing Functions Using Different RepresentationsComparing Linear Relationships in Different Forms2Developing Functional FoundationsMATHia UnitMATHia WorkspaceCompletedReflectionAnalyzing Patterns in Scatter PlotsEstimating Lines of Best FitUsing Lines of Best FitPatterns of Association of Two-Way TablesBuilding Marginal Frequency DistributionsAnalyzing Marginal Frequency DistributionsBuilding Marginal Relative Frequency DistributionsAnalyzing Marginal Relative Frequency Distributions3Modeling Linear EquationsMATHia UnitMATHia WorkspaceCompletedReflectionSolving Multi-Step EquationsSolving Multi-Step EquationsSolving by Combining Like Variable Terms and a Constant with Integers (No Type In)Solving by Combining Like Variable Terms and a Constant with Integers (Type In)Solving by Combining Like Variable Terms and a Constant with Decimals (No Type In)Solving by Combining Like Variable Terms and a Constant with Decimals (Type In)Analyzing Linear Equations Involving the Distributive PropertyAnalyzing Models of Linear Relationships Involving the Distributive PropertyModeling Integer Rates of ChangeModeling Fractional Rates of ChangeModeling using the Distributive Property over Division3Modeling Linear EquationsMATHia UnitMATHia WorkspaceCompletedReflectionInterpreting the Number of Solutions to EquationsSolving Equations with One Solution, Infinite, and No SolutionsSorting Equations by Number of SolutionsSolving Linear Equations with Variables on Both SidesSolving with the Distributive Property Over MultiplicationSolving with the Distributive Property Over DivisionSolving Linear Equations with Variables on Both Sides (continued)Solving with Variables on Both Sides with Rationals (No Type In)Solving with Variables on Both Sides with Rationals (Type In)Systems of Linear EquationsIntroduction to Systems of Linear EquationsModeling Linear Systems Involving IntegersModeling Linear Systems Involving DecimalsSolving Linear Systems Using Substitution4Expanding Number SystemsMATHia UnitMATHia WorkspaceCompletedReflectionThe Real NumbersIntroduction to Irrational NumbersGraphing Real Numbers on a Number LineOrdering Rational and Irrational NumbersSolving for Side-Lengths in Area and Volume ProblemsThe Pythagorean TheoremExploring the Pythagorean TheoremUsing the Pythagorean TheoremProblem Solving Using the Pythagorean TheoremDistances in a Coordinate SystemDistances in a Coordinate System5Applying PowersMATHia UnitMATHia WorkspaceCompletedReflectionProperties of Powers with Integer ExponentsIntroduction to the Power RulesUsing the Product Rule and the Quotient RuleUsing the Power to a Power RuleUsing the Product to a Power Rule and the Quotient to a Power RuleUsing Properties of Exponents with Whole Number PowersRewriting Expressions with Negative and Zero ExponentsScientific NotationUsing Scientific NotationComparing Numbers using Scientific Notation5Applying PowersMATHia UnitMATHia WorkspaceCompletedReflectionVolume of a CylinderRelating Volumes of Cylinders, Cones, and SpheresCalculating Volume of CylindersUsing Volume of CylindersUsing Volume of CylindersVolume of a ConeCalculating Volume of ConesUsing Volume of ConesVolume of a SphereCalculating Volume of SpheresUsing Volume of Spheres ................
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