1: Patterns and functional relationships can be represented and analyzed using a variety of strategies, tools and technologies.
1.1: Understand and describe patterns and functional relationships.
1.1.a: Model real-world situations and make generalizations about mathematical relationships using a variety of patterns and functions.
Arithmetic and Geometric Sequences
1.2: Represent and analyze quantitative relationships in a variety of ways.
1.2.a: Relate the behavior of functions and relations to specific parameters and determine functions to model real-world situations.
Absolute Value with Linear Functions
Determining a Spring Constant
Introduction to Exponential Functions
Points, Lines, and Equations
Translating and Scaling Functions
Zap It! Game
1.3: Use operations, properties and algebraic symbols to determine equivalence and solve problems.
1.3.a: Use and extend algebraic concepts to include real and complex numbers, vectors and matrices.
2: Quantitative relationships can be expressed numerically in multiple ways in order to make connections and simplify calculations using a variety of strategies, tools and technologies.
2.1: Understand that a variety of numerical representa-tions can be used to describe quantitative relation-ships.
2.1.a: Extend the understand-ing of number to include the set of complex numbers.
Points in the Complex Plane
Roots of a Quadratic
3: Shapes and structures can be analyzed, visualized, measured and transformed using a variety of strategies, tools and technologies.
3.2: Use spatial reasoning, location and geometric relationships to solve problems.
3.2.a: Use a variety of coordinate systems and transformations to solve geometric problems in 2 and 3 dimensions using appropriate tools and technologies.
4: Data can be analyzed to make informed decisions using a variety of strategies, tools and technologies.
4.2: Analyze data sets to form hypotheses and make predictions.
4.2.a: Describe and analyze sets of data using statistical models.
Correlation last revised: 4/4/2018