Hlavní obsah
Math
- Number and Quantity - The Real Number System
- Number and Quantity – Quantities
- Algebra - Seeing Structure in Expressions
- Algebra - Arithmetic with Polynomials and Rational Expressions
- Algebra - Creating Equations
- Algebra - Reasoning with Equations and Inequalities
- Functions - Interpreting Functions
- Functions - Building Functions
- Functions - Linear, Quadratic, and Exponential Models
- Statistics and Probability - Interpreting Categorical and Quantitative Data
- Number and Quantity - The Real Number System
- Number and Quantity - The Complex Number System
- Algebra - Seeing Structure in Expressions
- Algebra - Arithmetic with Polynomials and Rational Expressions
- Algebra - Creating Equations
- Algebra - Reasoning with Equations and Inequalities
- Functions - Interpreting Functions
- Functions - Building Functions
- Functions - Linear, Quadratic, and Exponential Models
- Functions - Trigonometric Functions
- Statistics and Probability - Interpreting Categorical and Quantitative Data
- Statistics and Probability - Making Inferences and Justifying Conclusions
- Statistics and Probability - Conditional Probability and the Rules of Probability
- Number and Quantity - The Complex Number System
- Number and Quantity - Vector and Matrix Quantities
- Algebra - Arithmetic with Polynomial and Rational Expressions
- Algebra - Reasoning with Equations and Inequalities
- Functions - Interpreting Functions
- Functions - Building Functions
- Functions - Trigonometric Functions
- Geometry - Similarity, Right Triangles, and Trigonometry
- Geometry – Circles
- Geometry - Expressing Geometric Properties with Equations
- Geometry - Geometric Measurement and Dimension
- Statistics and Probability - Interpreting Categorical and Quantitative Data
- Statistics and Probability - Conditional Probability and the Rules of Probability
- Statistics and Probability - Using Probability to Make Decisions
New York Math
Algebra II: Functions - Building Functions
Build a function that models a relationship between two quantities.
AII-F.BF.1.a
Mostly covered
- Arithmetic sequences review
- Converting recursive & explicit forms of arithmetic sequences
- Converting recursive & explicit forms of arithmetic sequences
- Converting recursive & explicit forms of arithmetic sequences
- Converting recursive & explicit forms of geometric sequences
- Converting recursive & explicit forms of geometric sequences
- Evaluate sequences in recursive form
- Evaluating sequences in recursive form
- Explicit & recursive formulas for geometric sequences
- Explicit formulas for arithmetic sequences
- Explicit formulas for arithmetic sequences
- Explicit formulas for arithmetic sequences
- Explicit formulas for geometric sequences
- Geometric sequences review
- Intro to arithmetic sequence formulas
- Intro to arithmetic sequences
- Linear functions word problem: iceberg
- Linear functions word problem: paint
- Linear models word problems
- Quadratic equations word problem: box dimensions
- Quadratic equations word problem: triangle dimensions
- Recursive formulas for arithmetic sequences
- Recursive formulas for arithmetic sequences
- Recursive formulas for arithmetic sequences
- Recursive formulas for geometric sequences
- Sequences intro
- Two-variable linear equations intro
- Use arithmetic sequence formulas
- Use geometric sequence formulas
- Using arithmetic sequences formulas
- Using explicit formulas of geometric sequences
- Using recursive formulas of geometric sequences
- Worked example: using recursive formula for arithmetic sequence
AII-F.BF.1.b
Fully covered
AII-F.BF.2
Fully covered
- Arithmetic sequences review
- Converting recursive & explicit forms of arithmetic sequences
- Converting recursive & explicit forms of arithmetic sequences
- Converting recursive & explicit forms of arithmetic sequences
- Converting recursive & explicit forms of geometric sequences
- Converting recursive & explicit forms of geometric sequences
- Evaluate sequences in recursive form
- Evaluating sequences in recursive form
- Explicit & recursive formulas for geometric sequences
- Explicit formulas for arithmetic sequences
- Explicit formulas for arithmetic sequences
- Explicit formulas for arithmetic sequences
- Explicit formulas for geometric sequences
- Geometric sequences review
- Intro to arithmetic sequence formulas
- Intro to arithmetic sequences
- Recursive formulas for arithmetic sequences
- Recursive formulas for arithmetic sequences
- Recursive formulas for arithmetic sequences
- Recursive formulas for geometric sequences
- Sequences intro
- Use arithmetic sequence formulas
- Use geometric sequence formulas
- Using arithmetic sequences formulas
- Using explicit formulas of geometric sequences
- Using recursive formulas of geometric sequences
- Worked example: using recursive formula for arithmetic sequence
Build new functions from existing functions.
AII-F.BF.3b
Fully covered
- Intro to parabola transformations
- Scale & reflect absolute value graphs
- Scale & reflect parabolas
- Scaling & reflecting absolute value functions: equation
- Scaling & reflecting absolute value functions: graph
- Scaling & reflecting parabolas
- Shift absolute value graphs
- Shift parabolas
- Shifting absolute value graphs
- Shifting parabolas
AII-F.BF.4a
Fully covered
- Determine if a function is invertible
- Determining if a function is invertible
- Evaluate inverse functions
- Find inverses of rational functions
- Finding inverse functions: rational
- Graphing the inverse of a linear function
- Inputs & outputs of inverse functions
- Intro to inverse functions
- Intro to inverse functions
- Intro to invertible functions
- Restrict domains of functions to make them invertible
- Restricting domains of functions to make them invertible
- Verify inverse functions
- Verifying inverse functions by composition
- Verifying inverse functions by composition
- Verifying inverse functions by composition: not inverse
AII-F.BF.5a
Fully covered
- Evaluate logarithms
- Evaluate logarithms (advanced)
- Evaluating logarithms (advanced)
- Graphs of logarithms & exponentials
- Intro to logarithm properties
- Intro to logarithm properties (1 of 2)
- Intro to logarithm properties (2 of 2)
- Intro to logarithms
- Intro to Logarithms
- Proof of the logarithm product rule
- Proof of the logarithm quotient and power rules
- Relationship between exponentials & logarithms
- Relationship between exponentials & logarithms
- Relationship between exponentials & logarithms: graphs
- Relationship between exponentials & logarithms: tables
- Use the properties of logarithms
- Using the logarithmic power rule
- Using the logarithmic product rule
- Using the properties of logarithms: multiple steps
AII-F.BF.6
Mostly covered
- Finite geometric series
- Finite geometric series formula justification
- Finite geometric series word problem: mortgage
- Finite geometric series word problem: social media
- Finite geometric series word problems
- Geometric series intro
- Geometric series introduction
- Geometric series with sigma notation
- Geometric series word problems: hike
- Geometric series word problems: swing
- Worked example: finite geometric series (sigma notation)
- Worked examples: finite geometric series
AII-F.BF.7
Mostly covered
- Finite geometric series
- Finite geometric series formula justification
- Finite geometric series word problem: mortgage
- Finite geometric series word problem: social media
- Finite geometric series word problems
- Geometric series intro
- Geometric series introduction
- Geometric series with sigma notation
- Geometric series word problems: hike
- Geometric series word problems: swing
- Worked example: finite geometric series (sigma notation)
- Worked examples: finite geometric series