Saxon Math, Course 1, published by Saxon Publishers, is a Grade 6 mathematics textbook designed to build fluency and confidence through Saxon's signature incremental approach. The course covers a broad range of topics including number sense and operations, fractions, algebra fundamentals, geometry concepts, measurement, and problem solving, with skills revisited and reinforced across all eight chapters. By weaving algebraic thinking and geometric reasoning throughout the curriculum, it prepares sixth-grade students for more advanced middle school mathematics.

Saxon Math, Course 1 textbook table of contents

Chapter 1: Number, Operations, and Algebra

Lesson 1: Adding Whole Numbers and MoneyLearn Practice
Lesson 2: Multiplying Whole Numbers and MoneyLearn Practice
Lesson 3: Unknown Numbers in AdditionLearn Practice
Lesson 4: Unknown Numbers in MultiplicationLearn Practice
Lesson 5: Order of Operations, Part 1Learn Practice
Lesson 6: Fractional PartsLearn Practice
Lesson 7: Lines, Segments, and RaysLearn Practice
Lesson 8: PerimeterLearn Practice
Lesson 9: The Number Line: Ordering and ComparingLearn Practice
Lesson 10: SequencesLearn Practice
Investigation 1: Frequency Tables, Histograms, SurveysLearn Practice

Chapter 2: Problem Solving with Number and Operations

Lesson 11: Problems About Combining & SeparatingLearn Practice
Lesson 12: Place Value Through TrillionsLearn Practice
Lesson 13: Problems About ComparingLearn Practice
Lesson 14: The Number Line: Negative NumbersLearn Practice
Lesson 15: Problems About Equal GroupsLearn Practice
Lesson 16: Rounding Whole NumbersLearn Practice
Lesson 17: The Number Line: Fractions and Mixed NumbersLearn Practice
Lesson 18: AverageLearn Practice
Lesson 19: FactorsLearn Practice
Lesson 20: Greatest Common Factor (GCF)Learn Practice
Investigation 2: Investigating Fractions with ManipulativesLearn Practice

Chapter 3: Number, Operations, and Geometry

Lesson 21: DivisibilityLearn Practice
Lesson 22: "Equal Groups" Problems with FractionsLearn Practice
Lesson 23: RatioLearn Practice
Lesson 24: Adding and Subtracting Fractions That Have Common DenominatorsLearn Practice
Lesson 25: Writing Division Answers as Mixed NumbersLearn Practice
Lesson 26: Using Manipulatives to Reduce FractionsLearn Practice
Lesson 27: Measures of a CircleLearn Practice
Lesson 28: AnglesLearn Practice
Lesson 29: Multiplying FractionsLearn Practice
Lesson 30: Least Common Multiple (LCM)Learn Practice
Investigation 3: Measuring and Drawing Angles with a ProtractorLearn Practice

Chapter 4: Number, Operations, and Measurement

Lesson 31: Areas of RectanglesLearn Practice
Lesson 32: Expanded NotationLearn Practice
Lesson 33: Writing Percents as Fractions, Part 1Learn Practice
Lesson 34: Decimal Place ValueLearn Practice
Lesson 35: Writing Decimal Numbers as Fractions, Part 1Learn Practice
Lesson 36: Subtracting Fractions and Mixed Numbers from Whole NumbersLearn Practice
Lesson 37: Adding and Subtracting Decimal NumbersLearn Practice
Lesson 38: Adding and Subtracting Decimal Numbers and Whole NumbersLearn Practice
Lesson 39: Multiplying Decimal NumbersLearn Practice
Lesson 40: Using Zero as a PlaceholderLearn Practice
Investigation 4: Collecting, Organizing, Displaying, and Interpreting DataLearn Practice

Chapter 5: Number and Operations

Lesson 41: Finding a Percent of a NumberLearn Practice
Lesson 42: Renaming Fractions by Multiplying by 1Learn Practice
Lesson 43: Equivalent Division ProblemsLearn Practice
Lesson 44: Simplifying Decimal NumbersLearn Practice
Lesson 45: Dividing a Decimal Number by a Whole NumberLearn Practice
Lesson 46: Writing Decimal Numbers in Expanded NotationLearn Practice
Lesson 47: CircumferenceLearn Practice
Lesson 48: Subtracting Mixed Numbers with Regrouping, Part 1Learn Practice
Lesson 49: Dividing by a Decimal NumberLearn Practice
Lesson 50: Decimal Number Line (Tenths)Learn Practice
Investigation 5: Displaying DataLearn Practice

Chapter 6: Geometry and Number Operations

Lesson 51: Rounding Decimal NumbersLearn Practice
Lesson 52: Mentally Dividing Decimal Numbers by 10 and by 100Learn Practice
Lesson 53: Decimals ChartLearn Practice
Lesson 54: Reducing by Grouping Factors Equal to 1Learn Practice
Lesson 55: Common Denominators, Part 1Learn Practice
Lesson 56: Common Denominators, Part 2Learn Practice
Lesson 57: Adding and Subtracting Fractions: Three StepsLearn Practice
Lesson 58: Probability and ChanceLearn Practice
Lesson 59: Adding Mixed NumbersLearn Practice
Lesson 60: PolygonsLearn Practice
Investigation 6: Attributes of Geometric SolidsLearn Practice

Chapter 7: Fractions and Geometric Concepts

Lesson 61: Adding Three or More FractionsLearn Practice
Lesson 62: Writing Mixed Numbers as Improper FractionsLearn Practice
Lesson 63: Subtracting Mixed Numbers with Regrouping, Part 2Learn Practice
Lesson 64: Classifying QuadrilateralsLearn Practice
Lesson 65: Prime FactorizationLearn Practice
Lesson 66: Multiplying Mixed NumbersLearn Practice
Lesson 67: Using Prime Factorization to Reduce FractionsLearn Practice
Lesson 68: Dividing Mixed NumbersLearn Practice
Lesson 69: Lengths of SegmentsLearn Practice
Lesson 70: Reducing Fractions Before MultiplyingLearn Practice
Investigation 7: The Coordinate PlaneLearn Practice

Chapter 8: Advanced Topics in Geometry and Number Operations

Lesson 71: ParallelogramsLearn Practice
Lesson 72: Fractions ChartLearn Practice
Lesson 73: ExponentsLearn Practice
Lesson 74: Writing Fractions as Decimal NumbersLearn Practice
Lesson 75: Writing Fractions and Decimals as Percents, Part 1Learn Practice
Lesson 76: Comparing Fractions by Converting to Decimal FormLearn Practice
Lesson 77: Finding Unstated Information in Fraction ProblemsLearn Practice
Lesson 78: CapacityLearn Practice
Lesson 79: Area of a TriangleLearn Practice
Lesson 80: Using a Constant Factor to Solve Ratio ProblemsLearn Practice
Investigation 8: Geometric Construction of BisectorsLearn Practice

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Saxon Math, Course 1 — Lessons, Skills & Practice | Pengi