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Prealgebra
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Lumen Learning: Waymaker Prealgebra Learning Outcomes is licensed under CC-BY 4.0
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Outcomes
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Module 1: Whole Numbers
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1.1Introduction to Whole Number Basics
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1.1.1Identify counting numbers and whole numbersCounting Numbers and Whole Numbers
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1.1.2Model whole numbersModelling Whole Numbers
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1.1.3Identify the place value of a digitIdentifying Place Value
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1.1.4Use place value to name whole numbersNaming Whole Numbers
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1.1.5Use place value to write whole numbersWriting Whole Numbers
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1.1.6Round whole numbersRounding Whole Numbers
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1.2Introduction to Adding Whole Numbers
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1.2.1Use addition notationUsing Addition Notation
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1.2.2Model addition of whole numbersAddition of Whole Numbers
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1.2.3Add whole numbers without modelsAdding Whole Numbers without Models
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1.2.4Translate word phrases to math notationTranslating Word Phrases to Addition Notation
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1.2.5Add whole numbers in applicationsAdding Whole Numbers in Applications
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1.3Introduction to Subtracting Whole Numbers
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1.3.1Use subtraction notationUsing Subtraction Notation
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1.3.2Model subtraction of whole numbersModelling Subtraction of Whole Numbers
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1.3.3Subtract whole numbersSubtracting Whole Numbers
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1.3.4Translate word phrases to math notation that represents subtractionTranslating Word Phrases to Subtraction Notation
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1.3.5Subtract whole numbers in applicationsSubtracting Whole Numbers in Applications
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1.4Introduction to Multiplying Whole Numbers
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1.4.1Use multiplication notationUsing Multiplication Notation
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1.4.2Model multiplication of whole numbersModel Multiplication of Whole Numbers
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1.4.3Multiply whole numbersMultiplying Whole Numbers
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1.4.4Translate word phrases to math notationTranslating Word Phrases to Math Notation
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1.4.5Multiply whole numbers in applicationsMultiplying Whole Numbers in Applications
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1.5Introduction to Dividing Whole Numbers
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1.5.1Use division notationUsing Division Notation
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1.5.2Model division of whole numbersModel Division of Whole Numbers
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1.5.3Divide whole numbersDividing Whole Numbers
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1.5.4Translate word phrases to math notationTranslating Word Phrases to Math Notation
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1.5.5Divide whole numbers in applicationsDividing Whole Numbers in Applications
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Module 2: The Language of Algebra
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2.1Introduction to Using the Language of Algebra
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2.1.1Use variables and algebraic symbolsUsing Variables and Algebraic Symbols
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2.1.2Identify expressions and equationsIdentifying Expressions and Equations
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2.1.3Simplify expressions with exponentsSimplifying Expressions with Exponents
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2.1.4Simplify expressions using the order of operationsSimplifying Expressions with Operations
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2.2Introduction to Evaluating, Simplifying, and Translating Algebraic Expressions
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2.2.1Evaluate algebraic expressionsEvaluating Algebraic Expressions
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2.2.2Identify terms, coefficients, and like termsIdentifying Terms, Coefficients and Like Terms
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2.2.3Simplify expressions by combining like termsCombining Like Terms
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2.2.4Translate word phrases to algebraic expressionsTranslating Words to Algebraic Expressions
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2.3Introduction to Solving One-Step Equations Using Whole Numbers
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2.3.1Determine whether a number is a solution of an equationDetermine Whether a Whole Number is a Solution to an Equation
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2.3.2Model the Subtraction Property of EqualityThe Subtraction Property of Equality
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2.3.3Solve equations using the Subtraction Property of EqualitySolving Equations Using the Subtraction Property of Equality
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2.3.4Solve equations using the Additional Property of EqualitySolving Equations Using the Addition Property of Equality
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2.3.5Translate word phrases to algebraic equationsTranslating Word Phrases into Algebraic Equations
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2.3.6Translate to an equation and solveTranslating and Solving Equations
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2.4Introduction to Finding Multiples and Factors
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2.4.1Identify multiples of numbersIdentifying Multiples of Numbers
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2.4.2Use common divisibility testsUsing Common Divisibility Tests
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2.4.3Find all the factors of a numberFinding all the Factors of a Number
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2.4.4Identify prime and composite numbersPrime and Composite Numbers
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2.5Introduction to Prime Factorization and the Least Common Multiple
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2.5.1Find the prime factorization of a composite numberFinding the Prime Factorization of a Composite Number
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2.5.2Find the least common multiple (LCM) of two numbersFinding the Least Common Multiple of Two Numbers
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Module 3: Integers
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3.1Introduction to Identifying and Writing Integers
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3.1.1Locate positive and negative numbers on the number lineLocating and Ordering Integers on the Number Line
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3.1.2Order positive and negative numbersOrdering Positive and Negative Numbers
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3.1.3Find oppositesFinding Opposites
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3.1.4Simplify expressions with absolute valueSimplifying Expressions with Absolute Value
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3.1.5Translate word phrases to expressions with integersTranslating Word Phrases into Expressions with Integers
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3.2Introduction to Adding Integers
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3.2.1Model addition of integersModelling Addition of Integers
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3.2.2Simplify expressions with integers Simplifying Expressions with Integers
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3.2.3Evaluate variable expressions with integersEvaluating Variable Expressions with Integers
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3.2.4Translate word phrases to algebraic expressionsTranslating Word Phrases to Algebraic Expressions
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3.2.5Add integers in applicationsAdding Integers in Applications
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3.3Introduction to Subtracting Integers
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3.3.1Model subtraction of integersModelling Subtraction of Integers
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3.3.2Simplify expressions with integersSimplifying and Evaluating Expressions With Integers
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3.3.3Evaluate variable expressions with integersApplications With Subtracting Integers
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3.3.4Translate words phrases to algebraic expressionsTranslating Word Phrases into Algebraic Expressions
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3.3.5Subtract integers in applicationsSubtracting Integers in Applications
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3.4Introduction to Multiplying and Dividing Integers
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3.4.1Multiply integers Multiplying Integers
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3.4.2Divide integersDividing Integers
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3.4.3Simplify expressions with integersSimplifying Expressions with Integers
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3.4.4Evaluate variable expressions with integersEvaluating Variable Expressions with Integers
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3.4.5Translate word phrases to algebraic expressionsTranslating Word Phrases to Algebraic Expressions
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3.5Introduction to Solving One-Step Equations Using Integers
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3.5.1Determine whether an integer is a solution of an equationDetermining Whether an Integer is a Solution to an Equation
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3.5.2Solve equations with integers using the Addition and Subtraction Properties of EqualitySolving Equations with Integers Using Addition and Subtraction Properties of Equality
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3.5.3Model the Division Property of EqualityModelling the Division Property of Equality
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3.5.4Solve equations using the Division Property of EqualitySolving Equations Using the Division Property of Equality
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3.5.5Translate to an equation and solveTranslating and Solving Word Problems
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Module 4: Fractions
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4.1Introduction to Representing Parts of a Whole as Fractions