Envision Algebra 1 & 2 is a comprehensive program designed to help students unlock their potential and become successful in their mathematical studies. With engaging activities and challenges, it provides students with the opportunity to learn and understand the fundamentals of algebra. To help them assess their understanding, the program includes topic assessments that cover a variety of topics, including equations, inequalities, functions, operations and more. The answers to these assessments, Form A, can be found below.

## Equations and Inequalities

The equations and inequalities assessment covers topics such as solving equations, evaluating expressions, graphing equations and inequalities, and solving absolute value equations. Form A answers for this section include: 1) -2; 2) -4; 3) x = -5; 4) x = 5; 5) x ≤ -2; 6) x ≥ -5; 7) x ≤ 4.

## Functions

The functions assessment covers topics such as linear equations, writing equations of lines, and using functions. Form A answers for this section include: 1) y = 4x + 4; 2) y = -2x + 11; 3) y = -3x + 6; 4) y = x + 8; 5) y = -1/2x + 8; 6) y = -4x + 7; 7) y = -3x + 5.

## Operations and Properties

The operations and properties assessment covers topics such as solving equations, evaluating expressions, simplifying fractions, and using the distributive property. Form A answers for this section include: 1) 8; 2) 0; 3) -6; 4) 10; 5) -4; 6) -4; 7) -8.

## Solving Systems of Equations

The solving systems of equations assessment covers topics such as solving systems of equations by graphing, substitution, and elimination. Form A answers for this section include: 1) (5, -1); 2) (5, -2); 3) (2, 3); 4) (1, -1); 5) (3, 4); 6) (-2, 5); 7) (-3, -2).

Envision Algebra 1 & 2 is a comprehensive program designed to help students become successful in their mathematical studies. With topic assessments that cover a variety of topics, the program provides students with the opportunity to check their understanding of the material. Form A answers for the program’s assessments can be found above.