This huge bundle (over 350 pages) contains all of our completely editable Algebra 1, Geometry, and Algebra 2 assessments, perfect for pre- and post-tests in the high school math classroom. Two versions of the test are included for each unit (8-20 questions on each test), and answer keys are provided if you choose to give the assessments as-is. These tests have many uses, including determining student proficiency/mastery, deciding on topics for review/remediation, assessing student progress towards personal/classroom/IEP goals, etc.

**You may use or modify these tests for use with distance learning, such as in Google Classroom or similar. The tests are provided in both Power Point and PDF formats. Please see individual product previews for a closer look.

Bundle includes tests that cover the following topics:

Integers

• Prime Factorization
• Using Inequality Signs to Compare Two Numbers
• Adding Integers
• Subtracting Integers
• Multiplying Integers
• Using Order of Operations
• Dividing Integers

Variables, Terms, and Expressions

• Substituting Values into an Expression
• Exponential Form
• Equivalent Expressions
• Multiplying Terms
• Simplifying Expressions Taken to a Power
• Combining Like Terms
• The Distributive Property
• Evaluating Expressions

Introduction to Algebraic Equations

• The Addition Principle for Equations
• The Multiplication Principle for Equations
• The Division Principle for Equations

Introduction to Polynomials

• Adding and Subtracting Polynomial Expressions
• Solving Polynomial Equations
• Solving Polynomial Equations with the Distributive Property
• Factoring Polynomials
• Multiplying Binomials
• Factoring Trinomials
• Factoring the Difference of Two Squares
• Multiplying a Monomial by Two Binomials
• Solving Quadratic Equations

Equations, Inequalities, and Functions

• Rational Numbers
• Inequalities on a Number Line
• Solving Inequalities Using the Addition and Subtraction Principles
• Solving Inequalities Using the Multiplication and Division Principles
• Solving Inequalities Mixed Practiced
• Solving Absolute Value Equations
• Solving Absolute Value Inequalities
• Organizing Values of a Function Using a Table

Adding and Subtracting Rational Expressions

• Adding Fractions with a Common Denominator
• Subtracting Fractions with a Common Denominator
• Distribute Before Adding and Subtracting Fractions
• Adding with Fractions
• Subtracting with Fractions
• Finding the Least Common Denominator
• Solving Equations Using Common Denominators
• Proportions

Multiplying and Dividing Rational Expressions

• Substituting to Find the Value of a Rational Expression
• Setting Conditions for Rational Expressions
• Multiplying Fractions
• Taking a Fraction to a Power
• Simplifying Rational Expressions
• Dividing Polynomials Using the Long Division Method
• Distributive Property with Rational Expressions
• Dividing Fractions

Graphing Lines and Linear Inequalities

• Plotting Points on a Coordinate Plane
• Naming Points on a Coordinate Plane
• Substituting Values into Equations to Graph Lines
• Graphing Equations in One Variable
• Slope
• Graphing a Line Given a Point and a Slope
• Writing Equations in Slope-Intercept Form
• Graphing a Line in Slope-Intercept Form
• Graphing a Linear Inequality
• Graphing a Linear Inequality in One Variable

Systems of Equations

• Solving a System of Equations by Graphing
• Solving a System of Equations Using Substitution
• Solving a System of Equations by Addition or Subtraction
• Using the Multiplication Principle with One Equation to Solve a System of Equations by Addition or Subtraction
• Using the Multiplication Principle with Both Equations to Solve a System of Equations by Addition or Subtraction
• Solving a System of Inequalities by Graphing

Square Roots and Quadratic Functions

• Solving Quadratic Equations without Factoring (Second Degree/Zero Degree)
• Solving Quadratic Equations without Factoring (Binomial/Zero Degree)
• Simplifying Square Roots Mixed Practice
• Rewriting Square Roots in Simplest Radical Form
• Rewriting Expressions with Square Roots in Simplest Radical Form
• Rewriting Square Roots in Simplest Radical Form
• Solving a Quadratic Equation by Completing the Square
• Solving a Quadratic Equation using the Quadratic Formula
• Graphing a Quadratic Function

Discrete and Continuous Functions

• Discrete or Continuous?
• Viable Solutions
• Equations and Types of Graphs

Non-Linear Functions

• Piecewise Functions
• Step Functions
• Floor and Ceiling Functions
• Absolute Value Functions
• Square Root Functions
• Cube Root Functions

Lines and Angles

• Review: Points and Lines on the Coordinate Plane
• Draw it Out: Points, Lines, and Planes
• Refer to the Figure
• Measuring Segments on a Number Line
• Measuring Segments on a Coordinate Plane
• Finding Missing Measures Using the Segment Addition Postulate
• Midpoint on a Number Line
• Midpoint on a Coordinate Plane
• Finding Missing Measures Using the Angle Addition Postulate
• Classifying Angles
• Finding Missing Measures Using the Angle Bisectors
• Identifying Angle Relationships
• Finding Missing Measures Using Angle Relationships

Inductive and Deductive Reasoning

• Coming to Conclusions: Inductive and Deductive Statements
• Rewriting Statements in If-Then Form
• Identifying the Hypothesis and Conclusion
• Identifying the Inverse, Converse, and Contrapositive
• Deductive Reasoning: Law of Detachment & Law of Syllogism

Perpendicular and Parallel Lines

• Identifying Parallel, Skew, Transversal, and Perpendicular Segments
• Special Angles Created by Parallel Lines and a Transversal
• Angles and Parallel Lines
• Using Angles and Parallel Lines to Solve for a Variable
• Parallel Lines with a Perpendicular Transversal

Triangles

• Classifying Triangles by Angles and Sides
• Measuring Angles in Triangles
• Naming Congruent Triangles
• Proving Triangles Congruent
• Isosceles Triangles
• Special Segments in Triangles
• Proving Right Triangles Congruent
• Inequalities for Sides and Angles of a Triangle
• Triangle Inequality Theorem
• Inequalities Involving Two Triangles

Quadrilaterals

• Parallelograms
• Rectangles
• Rhombi
• Squares
• Trapezoids
• Medians of Trapezoids
• Kites

Similar Polygons

• Similar Triangles (AA, SAS, SSS)
• Parallel Lines in Triangles
• Three Parallel Lines and Two Transversals
• Parts of Similar Triangles

Right Triangles

• Solving Similar Right Triangles
• Geometric Mean
• Pythagorean Triple
• 30°-60°-90° Triangles
• 45°-45°-90° Triangles
• Finding Angle Measures Using Trigonometric Ratios
• Angles of Elevation and Depression
• Law of Sines
• Law of Cosines

Circles

• Radius, Diameter, and Circumference
• Central Angles
• Minor Arc, Major Arc, and Semicircle
• Arc Length
• Arcs and Chords
• Inscribed Angles
• Tangents
• Special Segments in a Circle
• Secants, Tangents, and Angle Measures
• Writing the Equation of a Circle
• Finding the Area of a Sector
• Finding the Area of a Segment

Polygons and Area

• Finding the Interior Angle Measure of a Regular Polygon
• Finding Interior Angle Measures for Convex Polygons that are NOT Regular
• The Measures of Exterior and Interior Angles of Regular Polygons
• Will the Regular Shape Tessellate?
• Determine Whether a Semi-Regular Tessellation is Possible
• Area of a Regular Polygon (Apothem Given)
• Determining the Area of a Shape
• Finding the Apothem of a Regular Polygon
• Area of a Regular Polygon

Surface Area and Volume

• Name the Solid
• Lateral Area and Surface Area of a Right Prism
• Lateral Area and Surface Area of a Right Cylinder
• Pyramid or Prism? You name it.
• Lateral Area and Surface Area of a Regular Pyramid (Basic)
• Lateral Area and Surface Area of a Cone
• Lateral Area and Surface Area of a Regular Pyramid (Advanced)
• Determining the Volume of a Figure
• Surface Area and Volume of a Sphere or Hemisphere
• Congruent, Similar, or Neither?

Transformations

• Name the Transformation
• Isometry or Similarity?
• Draw the Reflection
• Line Symmetry or Point Symmetry?
• Draw the Translation
• Angle of Rotation
• Scale Factor of a Dilation

Solving Equations and Inequalities

• Order of Operations (Review)
• Evaluating Expressions
• Evaluating Expressions (Fraction Bar)
• Using Formulas
• Number Systems
• Real Number Properties
• Additive and Multiplicative Inverses
• Simplifying Expressions with the Distributive Property
• Verbal Expressions to Algebraic Expressions
• Properties of Equality
• Review: Solving Equations
• Evaluating Absolute Value Expressions
• Solving Absolute Value Equations
• Solve and Graph Inequalities
• Compound Inequalities
• Absolute Value Inequalities

Linear Relations and Functions

• Is the Relation a Function?
• Evaluating Functions
• Operations with Functions
• Composition of Functions
• Writing Linear Equations in Standard Form
• Finding Slope
• Graphing Lines
• Writing Linear Equations
• Parallel, Perpendicular, or Neither
• Graphing Parallel and Perpendicular Lines
• Correlation
• Special Functions
• Graphing Linear Inequalities

Systems of Equations in Two and Three Variables

• Solving Systems of Equations by Graphing
• Solving Systems of Equations by Graphing (Special Cases)
• Solving Systems of Equations Using Substitution
• Solving Systems of Equations Using Substitution (Special Cases)
• Solving Systems of Equations Using Elimination (Part 1)
• Solving Systems of Equations Using Elimination (Special Cases)
• Solving Systems of Equations Using Elimination (Part 2)
• Solving Systems of Inequalities by Graphing
• Solving Systems of Equations in Three Variables with Elimination
• Solving Systems of Equations in Three Variables with Substitution

Introduction to Matrices

• Adding Matrices
• Subtracting Matrices
• Multiplying Matrices
• Scalar Multiplication of a Matrix
• Translating a Matrix
• Reflecting a Matrix
• Rotating a Matrix
• Dilating a Matrix

Determinants and Multiplicative Inverses of Matrices

• Determinants of 2x2 Matrices
• Determinants of 3x3 Matrices
• Using Diagonals to Find the Determinants of 3x3 Matrices
• Using Cramer’s Rule for Two Variables
• Using Cramer’s Rule for Three Variables
• Finding the Multiplicative Inverse of a Matrix
• Solving Systems of Equations Using Matrix Equations

Polynomials, Radicals, and Complex Numbers

• Simplifying Expressions with Exponents
• Operations with Scientific Notation
• Simplifying Polynomial Expressions
• Multiplying Polynomials
• Dividing a Polynomial by a Monomial
• Dividing Polynomials Using Long Division
• Dividing Polynomials Using Synthetic Division
• Greatest Common Factor
• Factoring Trinomials Part 1
• Factoring Trinomials Part 2
• Factoring Polynomials with Four Terms Using Grouping
• Factoring Polynomials with Two Terms
• Finding the Square Root of a Product
• Finding the Square Root of a Quotient
• Multiplying Radicals
• Add and Subtract Radicals
• Multiplying Radical Expressions
• Using a Conjugate to Rationalize a Denominator
• Simplifying Expressions with Rational Exponents
• Solving Radical Equations
• Solving Radical Inequalities
• Solving Equations with Imaginary Solutions
• Equate Complex Numbers
• Add and Subtract Complex Numbers
• Multiplying Expressions with Complex Numbers
• Using Complex Conjugates to Divide Complex Numbers

Quadratic Functions

• Graphing Quadratic Functions Using Tables
• Graphing a Quadratic Equation Using a Table, Y-Intercept, Axis of Symmetry, and Vertex
• Maximum and Minimum Values
• Solving Quadratic Equations without Factoring
• Solving Quadratic Equations without Factoring (2)
• Write an Equation Given Roots
• Solving a Quadratic Equation by Completing the Square
• Solving a Quadratic Equation using the Quadratic Formula
• Write a Quadratic Function in Vertex Form
• Write an Equation Given the Vertex and a Point on the Parabola
• Graphing a Quadratic Inequality

Polynomial and Rational Functions

• Evaluate a Polynomial Function for a Given Value
• Evaluate a Polynomial Function for a Variable or Algebraic Expression
• Graphs of Polynomial Functions
• Write a Polynomial Equation Given Roots
• Locate the zeros of a function by graphing.
• Find the relative maximum and minimum by graphing.
• Using the Location Principle
• Solving Polynomial Functions Using Quadratic Techniques
• The Remainder and Factor Theorems
• Solving Rational Equations
• Decomposing a Rational Expression into Partial Fractions
• Solving Radical Equations
• Solving Radical Equations with More than One Radical
• Graphing a Radical Equation

Conic Sections

• Distance, Slope, and Midpoint of Two Points
• Analyze, then graph the equation of each circle.
• Writing the Equation of a Circle in Standard Form
• Find the Center and Radius of the Circle Given Three Points on the Circle
• Writing the Equation of an Ellipse in Standard Form
• Analyze, then graph the equation of each ellipse.
• Writing the Equation of a Hyperbola in Standard Form
• Analyze, then graph the equation of each hyperbola.
• Analyze, then graph the equation of the parabola.
• Writing the Equation of a Parabola in Vertex Form
• Identifying Conic Sections

Rational Expressions and Equations

• Simplify a Rational Expression by Cancelling Out the GCF
• Simplify by Factoring Out -1
• Multiplying Rational Expressions
• Dividing Rational Expressions
• Multiplying Rational Expressions with Polynomials in the Numerator and Denominator
• Dividing Rational Expressions with Polynomials in the Numerator and Denominator
• Simplifying Complex Fractions
• Finding Least Common Multiples
• Adding Rational Expressions
• Subtracting Rational Expressions
• Adding Rational Expressions with Polynomial Denominators
• Subtracting Rational Expressions with Polynomial Denominators
• Graphing a Rational Function with a Vertical Asymptote
• Graphing a Rational Function with Point Discontinuity
• Solving Rational Equations
• Solving Rational Inequalities

Exponential and Logarithmic Functions

• Simplifying Exponential Expressions
• Evaluating Exponential Expressions
• Radicals and Rational Exponents
• Graphing Exponential Functions
• Graphing Exponential Inequalities
• Using Formulas with Exponents
• Using Formulas with e
• Converting between Logarithmic and Exponential Functions
• Using Properties of Logarithms
• Expanding Expressions with Common Logarithms
• Using Logarithms to Solve Exponential Equations
• Converting Logarithms to Natural Logarithms
• Using Natural Logarithms to Solve Equations
• Doubling Time of an Investment

The Trigonometric Functions

• Expressing Decimal Degree Measures in Degrees, Minutes, and Seconds
• Determine the Angle Measure of a Rotation Around the Coordinate Plane
• Find the Measure of the Reference Angle
• Review of the Pythagorean Theorem
• Find the Six Trigonometric Ratios for Angle A
• Special Right Triangle Relationships
• Using the Unit Circle to Find Values of Trigonometric Functions
• Find the Values of the Six Trigonometric Functions for an Angle in Standard Position Given a Point on its Terminal Side
• Using Trigonometric Functions to Solve Problems Involving Right Triangles
• Solving Equations Using the Inverses of Trigonometric Functions
• Evaluating Expressions with an Inverse Function Multiplied by a Function
• Solving Right Triangles Using Trigonometric Ratios and the Pythagorean Theorem
• The Law of Sines
• Formulas for Finding the Area of Triangles (Given Two Sides and an Angle Measure)
• Formulas for Finding the Area of Triangles (Given Two Angles and a Side Measure)
• The Law of Cosines
• Heron’s Formula (a.k.a. Hero’s Formula)

Graphing Trigonometric Functions

• Converting Degrees to Radians
• Converting Radians to Degrees
• Length of an Arc
• Area of a Circular Sector
• Graphing Sine Functions
• Graphing Cosine Functions
• Graphing Sine Functions with Translations
• Graphing Cosine Functions with Translations
• Graphing Tangent Functions
• Graphing Tangent Functions with Translations
• Graphing Cotangent Functions
• Graphing Cotangent Functions with Translations
• Graphing Cosecant Functions
• Graphing Cosecant Functions with Translations
• Graphing Secant Functions
• Graphing Secant Functions with Translations

Arithmetic Series and Sequences

• Finding the Next Terms
• Finding the nth Term
• Writing Equations for the nth Terms
• Finding Arithmetic Means
• Find the Sum of an Arithmetic Series
• Find the First Term in an Arithmetic Series
• Find the First Few Terms of the Arithmetic Series
• Evaluating Sums in Sigma Notation

Geometric Series and Sequences

• Finding the Next Terms
• Finding the nth Term
• Writing Equations for the nth Terms
• Find a Term in the Sequence Given a Term in the Sequence and the Common Ratio
• Finding Geometric Means
• Find the Sum of a Geometric Series
• Find the First Term in a Geometric Series
• Find the Indicated Term of a Geometric Series
• Find the Sum of an Infinite Geometric Series
• Sum of an Finite Series in Sigma Notation
• Sum of an Infinite Series in Sigma Notation

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