Dana Center assessments listed in the Algebra II Scope and Sequence are available on the Algebra II Assessments page of the toolkit. SATEC resources listed in the scope and sequence are available for download below:
2B∩~2B (pdf 52kb)
Weight of Money (pdf 120kb)
3 Point Winning Shot (pdf 80kb)
Impact (pdf 260kb)
In Perspective (pdf 196kb)
Attack of the Buzz Bugs (pdf 52kb)
What's Shakin' (pdf 220kb)
2B∩~2B: Reflect and Apply (pdf 64kb)
Weight of Money: Reflect and Apply (pdf 44kb)
3 Point Winning Shot: Reflect and Apply (pdf 84kb)
Attack of the Buzz Bugs: Reflect and Apply (pdf 12kb)
Weight of Money (pdf 120kb)
Don't Get Zapped! (pdf 184kb)
Crickets (pdf 24kb)
Mirror, Mirror (pdf 16kb)
Weight of Money: Reflect and Apply (pdf 44kb)
Crickets: Reflect and Apply (pdf 64kb)
Mirror, Mirror: Reflect and Apply (pdf 100kb)
Intro to Inverse Functions (ppt 264kb)
Ova Da Watta! (pdf 100kb)
Mathematics in the Shadows (pdf 224kb)
Introduction to Quadratics (ppt 252kb)
Ova Da Watta!: Reflect and Apply (pdf 100kb)
Mathematics in the Shadows: Reflect and Apply (pdf 16kb)
Changing Lots (pdf 60kb)
Discriminant Exploration (pdf 12kb)
Impact Revisited (pdf 208kb)
Just a Swingin' (pdf 144kb)
Just a Swingin': Reflect and Apply (pdf 28kb)
Square Root Functions (pdf 100kb)
Fade Away! (pdf 132kb)
Stuff It! (pdf 100kb)
Fade Away!: Reflect and Apply (pdf 40kb)
Where Did the Buzz Bugs Go? (pdf 68kb)
Speed of a Fan (pdf 80kb)
Where Did the Buzz Bugs Go?: Reflect and Apply (pdf 20kb)
Speed of Two Fans (pdf 8kb)
Solving Exponential Functions (ppt 172kb)
Graphing Exponential Functions (pdf 112kb)
Intro to Logarithmic Functions (pdf 20kb)
Graphs of Log Functions (pdf 64kb)
Solving Log Equations (pdf 60kb)
Conics Unit (link goes outside the Mathematics TEKS Toolkit)
Parameter Change: Constant Added to the Function
Intro to Reflections / Parameter Changes 4
Graphs of Log Functions (pdf 64kb)
In Perspective (pdf 196kb)
This Algebra II scope and sequence is aligned to 2003 classroom materials from the San Antonio Technology in Education Coalition. The scope and sequence has been aligned to the revised 2005 TEKS, but the classroom materials have not been updated since 2003.
Scope and Sequence Rationale (pdf 212kb): This document provides information needed to understand the structure of the sequence.
Download Information: Information about specific software/hardware requirements for lessons requiring technology.
The foundations of functions unit will build on the concept of functions taught in Algebra I and will focus on addressing the foundation concepts such as parameter changes, domain and range, and independent/dependent variables and connections among multiple representations. These concepts will be revisited in the study of each function covered in Algebra II. Suggested time: 4 weeks.
This unit includes linear equations, inequalities, and systems. There should be an emphasis on the connection between the 5 representations: graph, table, problem situation, pictorial, symbolic. Within this unit, connections to foundations for functions and how all functions have same traits should be made. Suggested time: 3–4 weeks.
Includes equation, inequalities, and systems. Emphasis on the connection between the 5 representations: graph, table, problem situation, pictorial, symbolic. Connections to foundations for functions and how all functions have same traits. Suggested time: 7–8 weeks.
This unit includes equations, inequalities, and systems. There should be an emphasis on the connection between the 5 representations: graph, table, problem situation, pictorial, symbolic. Within this unit, connections to foundations for functions and how all functions have same traits should be made. Suggested time: 2–3 weeks.
This unit includes equations, inequalities, and systems. There should be an emphasis on the connection between the 5 representations: graph, table, problem situation, pictorial, symbolic. Within this unit, connections to foundations for functions and how all functions have same traits should be made. Suggested time: 3 weeks.
This unit includes equations, inequalities, and systems. There should be an emphasis on the connection between the 5 representations: graph, table, problem situation, pictorial, symbolic. Within this unit, connections to foundations for functions and how all functions have same traits should be made. Make explicit connections between exponential and log functions as inverse functions. Suggested time: 6–7 weeks.
Although much of the focus in Algebra II is on functions, conics, as relations, are also critical. This unit will show the relationship between the algebra and geometry representations of conics as well as how parameter changes in equations for conics are connected to parameter changes of functions. Suggested time: 4–5 weeks.