Argumentation Lesson Plan Directory

The Number System

Progression— Rational and Irrational

01 Prime and Composite Numbers CPs 2,3,5

02 Rational Numbers-Terminating Decimals CPs 1,2,8,9

03 Rational Numbers-Repeating Decimals CPs 1,3,8,9

04 Generalizations about Exponents CPs 8,9

05 Paired Primes in Perfect Squares CPs 10

06 Intro to Irrational Numbers CPs 11

07 Comparing Irrational Numbers CPs 11

08 Generalizations about Irrational Numbers CPs 8,9,11,12

09 Comparing Rational and Irrational Numbers CPs 1,3,12

Individual Lessons

Prime and Composite Numbers CPs 2,3,5

Rational Numbers-Terminating Decimals CPs 1,2,8,9

Rational Numbers-Repeating Decimals CPs 1,3,8,9

Generalizations about Exponents CPs 8,9

Paired Primes in Perfect Squares CPs 10

Intro to Irrational Numbers CPs 11

Comparing Irrational Numbers CPs 11

Generalizations about Irrational Numbers CPs 8,9,11,12

Comparing Rational and Irrational Numbers CPs 1,3,12

Expressions & Equations

Exponent Properties

Generalizations about Exponents CPs 8,9

Intro to Exponent Properties CPs 8,9,10

Linear Relationships

► Progression—Gears

01 Intro to Unit Rate with Gears CPs 2

02 Deciding if a Relation is Linear with Gears CPs 3

03 Connecting Slope and Rate of Change CPs 5

04 Intro to y = mx+b with Gears CPs 12

► Progression—Using Similar Triangles to Show Linear Relationship

01 Constant Rate of Change CPs 8

02 Points on a Line and Linear Relationships CPs 8

03 General Points on Line and Linear Relationships CPs 8

► Progression—Modeling

01 Modeling with Linear Equations CPs 10

02 Modeling with Systems of Equations CPs 1

Modeling with Functions- Linear and Nonlinear CPs 1, 8, 10, 11

► Individual Lessons

Intro to Unit Rate with Gears CPs 2

Deciding if a Relation is Linear with Gears CPs 3

Deciding if a Relation is Linear (Sidecar) CPs 3

Connecting Slope and Rate of Change with Gears CPs 3

The slope is m in y = mx + b CPs 8

Constant Rate of Change CPs 8

Points on Line and Linear Relationships CPs 8

General Points on Line and Linear Relationships CPs 8

Modeling with Linear Equations CPs 10

Modeling with Systems of Equations CPs 1

Modeling with Functions- Linear and Nonlinear CPs 1,8,10,11

Intro to y = mx + b with Gears CPs 12

Kelvin Conversion Task CPs 12

Solving Equations

Solving Linear Equations CPs 1

Solving Linear Equations Light CPs 10

The Three Cases When Solving CPs 12

Solving Systems

Modeling with Systems of Equations CPs 1

Points of Intersection and Solutions CPs 7

Geometry

Unit plan

01 Intro to Reflections CPs 1

02 Intro to Rotations and Transformations CPs 1

03 Does a Reflection Exist? CPs 2,3

04 Using two reflections to achieve a "rotation" CPs 2,4

05 Does a Reflection Exist Revisited CPs 3,4,5,6

06 Intro to Congruence CPs 3

07 Rigid Motions and Parallel Lines CPs 7,8,9,10

08 Triangle Angle Sum and Alternate Interior Angles CPs 8,9,10,11

09 Alternate Interior Angles and Transformational Geometry CPs 12

10 Alternate Interior Angles Both Directions CPs 11

11 Ladybug Geometry CPs 10

12 The Pythagorean Theorem using Similarity CPs 8,9,10

13 The Pythagorean Theorem using an Area Model CPs 8,10

14 Logic Supplement CPs 11

15 The Converse of the Pythagorean Theorem Using Algebra CPs 11

16 The Converse of the Pythagorean Theorem using SSS CPs 8,9,10,11

17 Exhausting Pythagorean Triples CPs 5

18 Volume of a Prism CPs 8,10

19 Volume of Pyramid and Cone CPs 8,10

20 Volume of a Sphere CPs 8,10

Transformations

► Progression—Transformations

01 Intro to Reflections CPs 1

02 Intro to Rotations and Transformations CPs 1

03 Does a Reflection Exist? CPs 2,3

04 Using two reflections to achieve a “rotation” CPs 2,4

05 Does a Reflection Exist Revisited CPs 3,4,5,6

06 Intro to Congruence CPs 3

07 Rigid Motions and Parallel Lines CPs 7,8,9,10

► Individual Lessons

Intro to Reflections CPs 1

Intro to Rotations and Translations CPs 1

Does a Reflection Exist? CPs 2,3

Using two reflections to achieve a “rotation” CPs 2,4

Does a Reflection Exist Revisited CPs 3,4,5,6

Intro to Congruence CPs 3

Rigid Motions and Parallel Lines

PYthagorean Theorem

► Progression—Pythagorean Theorem

01 The Pythagorean theorem using similarity CPs 8,9,10

02 The Pythagorean using an area model CPs 8,10

03 Logic Supplement CPs 11

04 The Converse of the Pythagorean Using Algebra CPs 11

05 Converse of the Pythagorean Using SSS CPs 8,9,10,11

06 Exhausting Pythagorean Triples CPs 5

► Individual Lessons

The Pythagorean theorem using similarity CPs 8,9,10

The Pythagorean using an area model CPs 8,10

The Converse of the Pythagorean Using Algebra CPs 11

The Converse of the Pythagorean Using SSS CPs 8,9,10,11

Exhausting Pythagorean Triples CPs 5

Angles and parallel lines

► Progression—Angels and Parallel Lines

01 Rigid Motions and Parallel Lines CPs 7,8,9,10

02 Triangle Angle Sum and Alternate Interior Angles CPs 8,9,10,11

03 Alternate Interior Angles and Transformational Geometry CPs 12

04 Alternate Interior Angles Both Directions CPs 11

05 Ladybug Geometry CPs 10

► Individual Lessons

Rigid Motions and Parallel Lines CPs 7,8,9,10

Triangle Angle Sum and Alternate Interior Angles CPs 8,9,10,11

Alternate Interior Angles and Transformational Geometry CPs 12

Alternate Interior Angles Both Directions CPs 11

Ladybug Geometry CPs 10

Volume

► Progression—Volume

01 Volume of a Prism CPs 8,10

02 Volume of a Pyramid and Cone CPs 8,10

03 Volume of a Sphere CPs 8,10

► Individual Lessons

Volume of a Prism CPs 8,10

Volume of a Pyramid and Cone CPs 8,10

Volume of a Sphere CPs 8,10

Statistics and Probability

Line of good fit

Choosing a Better Line of Fit CPs 1

Scientific Notation

General Claims about Scientific Notation CPs 1,2,3,4

Logic and argument

Skepticism

Circle and Spot CPs 4

Prime Outputs CPs 4

Monster Problem CPs 4

Intro to cps

Summing Even and Odd Numbers CPS1

Logic Supplement CPs 11

Soduku Logic CPs 11

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