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Healthy Forest
Problem Solving
Healthy Forest Description: Plant a forest that offsets a city’s increasing carbon dioxide emissions using rates, graphs, and linear functions.
 

Linear Equations: Graphing, Y-Intercept, Slope
Concept Development
Slope of a Line Description:

Understand that any linear equation can be written in slope-intercept form y = mx + b. Learn how to calculate the slope of a line as the ratio of rise to run and investigate different slope properties.
 

Patterns I: Finding and Extending
Concept Development
Percent Description: Learn how to identify a pattern and predict the next term.  Understand that there can be multiple ways to analyze and view a pattern.
 

Patterns II:  Function Rules
Concept Development
Percent Description: Realize that a number pattern can be described by a rule using term numbers as input.  Learn how to analyze a number pattern and write a rule for the pattern using function notation.
 

Phone Plan
Problem Solving
Phone Plan Description: Design a phone plan to maximize revenue using data analysis, linear functions, averages, and problem solving.
 

Rate
Concept Development
Rate Description: Understand that rate compares two quantities of different kinds of units and learn how to express rates as unit rates.
 

Sequences
Concept Development
Similar Figures Description: Explore the characteristics of two special sequences: arithmetic and geometric sequences.
 

Solving Equations
Concept Development
Solving Equations Description: Learn how to solve one- and two-step linear equations.
 


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