This document outlines the goals and objectives covered in an Algebra I course, including operations with numbers, the coordinate plane, relations and functions, and matrices and linear models. Key areas covered are exponents, polynomials, factoring, recursive patterns, direct variation, the midpoint formula, parallel and perpendicular lines, tables and graphs, interpreting constants and coefficients, quadratic and exponential functions, and systems of equations. Matrices are introduced, including interpreting and operating with matrices through addition, subtraction and scalar multiplication.

1. Algebra I (2003)
• Goal 1
• Operations
with Numbers
• 1.01a – Exponents
• 1.01b -
Polynomials
• 1.01c – Factoring
• 1.02 – Recursive
• 1.03 – Direct
Variation
Goal 2
Coordinate Plane
2.01 – Midpoint
2.02 – Parallel &
Perpendicular Lines
Goal 4
Relations &
Functions
4.01a – Tables & Graphs
4.01b – Interpret
constants & coefficients
4.02 – Quadratic
Functions
4.03 – Systems of
Equations
4.04 – Exponential
Functions
Goal 3
Matrices &
Linear Models
3.01 – Interpret
Matrices
3.02 – Operate with
Matrices
3.03a – Interpret
context of data
3.03b – Line of Best
Fit

2. Algebra I 2009 – Released Test

3. Algebra I 2009 – Released Test
3.02 Operate (addition,
subtraction, scalar
multiplication) with matrices
to solve problems.

4. Math I 2013 – Released Test

6. A.CED.1
Create equations in one variable and use them to solve problems
A.CED.3
A.REI.1
A.REI.3
N.Q.2