Hlavní obsah
Math
- Number Sense
- Ratios and Proportional Reasoning – Students continue to use ratio and rate language, compute using unit rates, and use proportional relationships to solve real-world problems involving ratios and percents.
- Algebra and Functions
- Geometry and Measurement
- Data Analysis, Statistics, and Probability
Indiana Math
Analytical Algebra II: Modeling with Functions and Data
AAII.MFD.1
Fully covered
AAII.MFD.2
Mostly covered
- Comparing linear functions word problem: climb
- Comparing linear functions word problem: walk
- Comparing linear functions word problem: work
- Comparing linear functions word problems
- Comparing linear functions: equation vs. graph
- Comparing linear functions: faster rate of change
- Comparing linear functions: table vs. graph
- Modeling with composite functions (example 2)
AAII.MFD.3
Not covered
(Content unavailable)
AAII.MFD.4
Partially covered
- Compressing functions
- Even & odd functions
- Even & odd polynomials
- Even and odd functions: Equations
- Even and odd functions: Find the mistake
- Even and odd functions: Tables
- Graphical symmetry of functions
- Graphing exponential functions
- Graphing logarithmic functions (example 1)
- Graphing logarithmic functions (example 2)
- Graphing shifted functions
- Graphs of exponential functions
- Graphs of logarithmic functions
- Intro to function symmetry
- Intro to parabola transformations
- Intro to symmetry of functions
- Radical functions & their graphs
- Radical functions & their graphs
- Reflect functions
- Reflecting functions introduction
- Reflecting functions: examples
- Scale & reflect parabolas
- Scale functions horizontally
- Scale functions vertically
- Scaling & reflecting parabolas
- Scaling functions horizontally: examples
- Scaling functions introduction
- Scaling functions vertically: examples
- Shift functions
- Shift parabolas
- Shifting & reflecting functions
- Shifting functions examples
- Shifting functions introduction
- Shifting parabolas
- Symmetry of polynomials
- Transforming exponential graphs
- Transforming exponential graphs (example 2)
- Transforming functions