Saxon Algebra 2
Math
Start Learning →10th Grade
AI tutoring for 10th graders. Advanced algebra, geometry, chemistry, and competition math preparation.
10th Grade Skills (342)
Saxon Algebra 2
6 chapters, 342 skills
▶
Saxon Algebra 2
6 chapters, 342 skills
Chapter 1: Lessons 1-10, Investigation 1
- Evaluated
- Definition of x^{-n}
- Direct variation as a ratio
- constant of variation
- Converse
- Consumer Math as Functions
- Commutative and Associative Properties
- Using Rules of Exponents
- Product Matrix
- Inequalities that are Always True or Always False
- Solving Equations with Variables on Both Sides
- Logical implication
- LAB 2: Graphing Calculator: Storing and Recalling Data in a Matrix
- Power of a Power and Power of a Product Properties
- Scientific notation
- Inverse Properties
- Sale price
- Real Numbers
- direct variation
- Find the determinant of matrix A
- Adjusting the Table
- Converting to a percent
- Tracing a Line to Find Points
- Scalar Multiplication
- Distributive Property
- Multiplying Matrices
- Graphing a Function in the Standard Window
- Investigation 1: Logic and Truth Tables
- Finding Percent of Change
- LAB 1: Graphing Calculator: Graphing a Function and Building a Table
- Tautology
- Percent of change
- Understanding Compound Inequalities (And vs. Or)
- Like terms
- Identifying Functions and Using Function Notation
- Function notation
- Order of Operations
- Evaluating Expressions and Combining Like Terms
- Squaring negative numbers requires parentheses
- Product Rule for Exponents
- Matrix Subtraction
- Multiplication and Division Properties for Inequalities
- Properties of Equality
- Multiplicative Identity Matrix
- Solution of an equation
- Consumer Math Application
- Function
- Logical contradiction
- Vertical line test
- Finding Direct Variation
- Matrix Addition
- Storing Data in a Matrix
- Contrapositive
- Solving Equations with Fractions
- Solving Linear Equations (Exploration: Solving Equations Using Algebra Tiles)
- Solving and Graphing Inequalities
- Using Properties of Real Numbers
- Using Matrices to Organize Data and to Solve Problems
- Recalling Matrices to Use in Calculations
- Reducing a Matrix into Reduced-Row-Echelon Form
- Building a Table From a Function
- Marked up price
- Graphing Inequality Solutions
- Matrix Multiplication
Chapter 2: Lessons 11-20, Investigation 2
- Graphing a Linear Equation Using Intercepts
- Cramer's rule
- The Slope-Intercept Form of a Linear Equation
- Graphing Linear Equations I
- Standard form
- Determinant of a Matrix
- Graphing parametric equations
- Inconsistent system
- Absolute value
- Diagonal Method for 3x3 Matrices
- Multiplying Polynomials
- Calculating an Intersection Point
- Calculating Minimums and Maximums
- Notation and Evaluation of Combined Functions
- Multiplying and Dividing Functions
- Expansion by Minors
- Coefficient matrix
- Interpreting a Denominator of Zero
- Conversion factors
- Performing Operations with Functions
- Calculating with Units of Measure
- Adding and subtracting polynomials
- LAB 4: Graphing Calculator: Changing the Line and Window of a Graph
- Square of a sum
- Inverse variation
- Finding Determinants
- Parametric equations
- Significant Digits
- Solving Equations and Inequalities with Absolute Value (Exploration: Transforming f(x) = |x|)
- Absolute Value Inequalities
- Solving Systems of Equations by Graphing
- Degree of a polynomial
- Investigation 2: Solving Parametric Equations
- Sum and difference
- System of equations
- Joint variation
- Rules for Significant Digits in Measurements
- Using Cramer's Rule
- Understanding Polynomials
- Parameter
- Newton's Universal Law of Gravitation
- Adding and Subtracting Functions
- Solving Absolute Value Equations
- Dependent system
- Slope of a Line
- Lab 3: Graphing Calculator: Calculating Points on a Graph
- Solving Inverse Variation Problems
- The FOIL Method
- Square of a difference
- Area of a Triangle using Determinants
- Application: Business
- Calculating y-Values and Roots
- Graphing an Inequality
- Classifying polynomials
- Adjusting the Viewing Window
- Testing for an Inverse Variation
- Using Different Drawing Tools
- Solving Systems by Graphing
- Application: Consumer Math
- Extraneous solutions
Chapter 3: Lessons 21-30, Investigation 3
- Plotting Data
- Minimum or maximum value of the function
- Substitution method
- Discontinuous function
- Dependent System
- Slope-intercept form
- Graphing a plane with intercepts
- Difference of Two Squares Pattern
- Calculating statistics for 1-variable data
- Investigation 3: Graphing Three Linear Equations in Three Variables
- Parabola
- Substituting with fractions
- Solving Systems of Equations in Three Variables
- Zeros
- Choosing the easiest equation
- To solve a system of three equations in three variables
- Application: Investing
- Display 1-variable statistical data through a box-and-whisker plot
- Continuous function
- Measure of dispersion
- LAB 6: Graphing Calculator: Calculating 1- and 2-Variable Statistical Data
- Simplifying Rational Expressions with Trinomials
- Measure of central tendency
- Solving Systems of Equations Using the Elimination Method
- Standard form of a quadratic function
- Axis of symmetry
- Greatest common monomial factor
- Writing the Equation of a Line
- Outlier
- Discrete function
- Compressed or stretched
- Vertex form of a quadratic function
- Applying Transformations to the Parabola and Determining the Minimum or Maximum
- Connecting the Parabola with the Quadratic Function
- Equation from two points
- three-dimensional coordinate system
- Graphing Calculator Practice
- Zero Product Property
- Consistent and Inconsistent Systems
- Shift
- Box-and-whisker plot
- Coinciding lines
- Quotient of Powers Property
- ordered triple
- Parallel lines
- Inconsistent System
- point-slope form
- standard form
- Perfect Square Trinomial
- Analyzing Continuous, Discontinuous, and Discrete Functions
- LAB 5: Graphing Calculator: Storing and Plotting a List of Data
- Storing a List of Data
- Factoring Polynomials
- Finding Measures of Central Tendency and Dispersion
- Solving Systems of Equations Using the Substitution Method
- Solving three-variable systems
- Elimination by Multiplying One Equation
- Simplifying Rational Expressions
- Calculating statistics for 2-variable data
- Simplifying by Factoring Out -1
- Simplifying by Dividing Out Common Factors
Chapter 4: Lessons 31-40, Investigation 4
- horizontal line
- Do not divide out terms of polynomials
- Parallel lines
- Is it a factor? Check the remainder!
- Polynomial long division
- The Product Rule for Radicals
- Using a test point
- Writing a Quadratic Function, Given its Zeros
- Solving Quadratic Equations I
- Dividing by a Rational Expression
- Multiplicative inverse of a square matrix
- Applying Counting Principles
- Graphing Linear Equations II
- Zeros of a function
- Double root
- Matrix Multiplication for Security
- Fundamental Counting Principle
- Inverse of a 2 x 2 Matrix
- Combining with unlike denominators
- Don't forget the zero placeholder
- To identify values that make an expression undefined
- Addition Counting Principle
- Singular matrix
- Multiplying Rational Expressions
- Graphing Linear Inequalities in Two Variables
- Boundary line
- transformations
- Dividing Polynomials Using Long Division
- Combining with like denominators
- Horizontal and Vertical Lines
- Perpendicular lines
- Solving Linear Systems with Matrix Inverses (Exploration: Exploring Matrix Inverses)
- Simplifying Radicals with Variables
- Simplifying Radical Expressions
- Independent and Dependent Events
- Linear Inequalities in Two Variables and Half-Planes
- Least common denominator
- Shading with slope-intercept form
- Like Radicals
- Zero Product Property
- Adding and Subtracting Rational Expressions
- Forms of a Linear Equation
- Undefined values of a rational expression
- Decrypting with an Inverse Matrix
- Investigation 4: Understanding Cryptography
- linear function
- Writing Equations of Parallel and Perpendicular Lines
- Multiplying and Dividing Rational Expressions
- Substitution Cipher
- Using Parallel and Perpendicular Lines
- Using an Inverse to Solve a Matrix Equation
Chapter 5: Lessons 41-50, Investigation 5
- Permutations
- Complex fraction
- Systems with Parallel Boundary Lines
- Drawing the Line of Fit
- Pascal's Triangle
- To Calculate a Permutation: $_{n}P_r$
- Using the Binomial Theorem
- Boundary Line: Solid vs. Dashed
- Asymptote
- Finding Inverses of Relations and Functions (Exploration: Graphing a Function and its Inverse)
- Structuring for a Binomial Experiment
- Rationalizing the Denominator
- Reciprocal Trigonometric Functions
- Reading Math
- Correlation Coefficient
- Finding Permutations and Combinations (Exploration: Pascal's Triangle and Combinations)
- The Median-Median Line
- Transforming Exponential Functions
- The Converse of the Pythagorean Theorem
- Binomial Theorem
- Factorial
- The Quotient Property of nth Roots
- Inverse relation
- Math Reasoning
- Rationalizing Denominators
- Do not divide out factors of individual terms
- System of linear inequalities
- Binomial Experiment Conditions
- Radical Conjugates
- Investigation 5: Finding the Binomial Distribution
- Compound Interest Formula
- Distance Formula
- Combinations
- Finding the Line of Best Fit (Exploration: Collecting and Analyzing Data)
- Correlation
- Exponential function
- Solving Systems of Linear Inequalities
- Binomial Probability
- LAB 7: Graphing Calculator: Calculating Permutations and Combinations
- The Pythagorean Theorem
- Modeling with Systems of Inequalities
- Finding Trigonometric Functions and their Reciprocals
- LAB 8: Graphing Calculator: Applying Linear and Median Regression
- Graphing Exponential Functions
- Understanding Complex Fractions
- Simplifying using division
- Trigonometric Functions
- Using the Pythagorean Theorem and the Distance Formula (Exploration: Visualizing the Pythagorean Theorem)
- Finding the inverse of a linear function
- Calculating Linear Regression Lines
- Math Language
- Graphing the Regression Line
- Horizontal and Vertical Line Tests
- Restricting a domain to form inverse functions
- Simplifying using the LCD
- To Calculate a Combination: $_{n}C_r$
Chapter 6: Lessons 51-60, Investigation 6
- Deriving the Quadratic Formula
- Optimal solutions at vertices
- Using Linear Programming
- What is a Perfect Square
- Rational Exponent Property
- Square Root Property
- Coterminal angles
- Distinguishing Between Mutually Exclusive and Independent Events
- Using Two Special Right Triangles
- Conditional probability
- Half-life
- Theoretical probability
- Reference angle
- nth roots
- Completing the Square
- Properties of 30°-60°-90° Triangles
- Trigonometric Functions
- Evaluating a Composition
- Mutually Exclusive Events
- Finding Exponential Growth and Decay
- Synthetic division
- Investigation 6: Deriving the Quadratic Formula
- Completing the Square (Exploration: Modeling Completing the Square)
- Constraints
- Finding Probability
- Performing Compositions of Functions
- quadratic formula
- Product of Powers Property
- Objective function
- Probability of Independent Events
- Synthetic substitution
- Composition is not commutative
- Odds of an Event
- Inclusive Events
- Power of a Power Property
- Math Reasoning
- Remainder Theorem
- Exponential decay
- Exponential growth
- Composition of Functions
- Solving by Completing the Square
- Continuously compounded interest
- Using Synthetic Division
- Finding Angles of Rotation
- Using Fractional Exponents
- Feasible region
- Properties of a 45°-45°-90° Triangle
- Probability of Independent and Dependent Events
- Application: Sales and Discounts
- Completing the Square