If you want to increase student achievement, get a plan to complete all the standards, and even get more time for outside of school activities... then this is the most important resource you need for your classroom.

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The complete "Get It Done" Geometry Program is an amazing new system of Algebra 1 Lesson Plans from teaching expert Jeanette Stein that helps every Geometry Teacher finish all the standards in one year.

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"Complete "Get It Done" Geometry Program"

- What every Geometry Teacher needs to know about ready to use lesson plans and organization.
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- Enjoy watching your classroom run on a routine (so you can create a safe place where students flourish).
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- And, as a special bonus, you'll also discover how to use brain research to work smarter, not harder!

... and much, MUCH More!

Now that's a tall promise and at this point, you may be wondering...

**Who Is Jeanette Stein And Why Should I Listen To Her?**

Jeanette Stein is an expert in teaching with 17 years of experience in the classroom whose accomplishments include growing my at-risk students by 1.8 years of growth in one year according to the PSAT.

So Here's Exactly What You're Going To Get With "Complete "Get It Done" Geometry Program"

This Amazing Geometry Lesson Plans Includes:

**10 Geometry Units complete with lesson plans, bellringers, activities, PPT, practice pages, and exit slips**

- Unit 1 - Geometric Transformations
- Unit 2 - Angles and Lines
- Unit 3 - Triangles
- Unit 4 - Triangle Congruence
- Unit 5 - Similarity Transformations
- Unit 6 - Right Triangles Relationships and Trigonometry
- Unit 7 - Quadrilaterals
- Unit 8 - Circles
- Unit 9 - Modeling in Two Dimensions
- Unit 10 - Understanding and Modeling Three-Dimensional Figures

**Assessments**

- Weekly Formative Assessments
- Unit Tests (3 versions each)
- Final Exam (3 versions)

**Organization**

- Yearly Pacing Guide
- Skills List (Teacher and Student copy)

**Total Value: $997 per year**

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Claim your spot in and begin teaching with the Geometry Lesson Plans from Jeanette Stein!

This unit covers a range of topics in geometric transformations.

Topics include definition and term in geometry, rotations, reflections, and translations. Describing transformations, as well as, identifying motions and

congruence.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 1 – Definition of Angles
6
Day 2 – Definitions of Circles and Line Segments
7
Day 3 – Definition of Perpendicular Lines
8
Day 4 – Definitions of Parallel Lines
9
Day 5 – Definition of Angles (Assessment)
10
Day 6 – Introduction to transformations
11
Day 7 – Figure-preserving-series of Rotations and Reflections
12
Day 8 – Describing Transformations
13
Day 9 – Pre-image and Image Under Transformation
14
Day 10 – Assessment
15
Day 11 – Images Under Rigid Motion
16
Day 12 – Identifying Rigid Motions
17
Day 13 – Effects of Rigid Motion
18
Day 14 – Rigid Motion and Congruence
19
Day 15 – Assessment

Unit 2 focuses on angles and lines.

This unit includes a deeper understanding of definitions of angle, congruence of an angle, and the slope criteria for parallel and perpendicular lines.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 16 – Complementary and Supplementary Angles
6
Day 17 – Angles at a Point
7
Day 18 – Corresponding and Alternate Angles
8
Day 19 – Vertical and Interior Angles
9
Day 20 - Assessment
10
Day 21 – Congruence of Vertical Angles
11
Day 22 – Congruence of Alternate Interior Angles
12
Day 23 – Congruence of Corresponding Angles
13
Day 24 – Congruence due to Perpendicular Bisection
14
Day 25 – Assessment
15
Day 26 – Algebraic Proof of Equal Angles
16
Day 27 – Slope Criteria of Special Lines
17
Day 28 – Application of Slope Criteria of Special Lines
18
Day 29 – Line Partitions
19
Day 30 – Assessment

Unit 3 covers a more in-depth study of triangles.

Topics in Unit 3 include theorems about triangles and a beginning look at geometric constructions.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 31 – Interior Angles of a Triangle
6
Day 32 – Base Angles of Isosceles Triangle
7
Day 33 – Medians of a Triangle
8
Day 34 – Summary of Proves of Theorems about Triangles
9
Day 35 – Assessment
10
Day 36 – Copying and Bisecting a Segment and an Angle
11
Day 37 – Constructing Perpendicular Lines
12
Day 38 – Constructing Parallel Lines
13
Day 39 – Summary of Basic Geometric
14
Day 40 – Assessment
15
Day 41 – Equilateral Triangle Inscribed in a Circle
16
Day 42 – Square Inscribed in a Circle
17
Day 43 – Regular Hexagon Inscribed in a Circle
18
Day 44 – Summary of Inscribed Figures
19
Day 45 – Assessment

Unit 4 covers transformations theorems, proofs of congruent triangles and rigid motions.

Topics in Unit 4 include the use of geometric descriptions of rigid motions to transform figures, identifying congruent sides of a triangle and using the postulates SSS, SAS, and ASA to show triangles are congruent.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 46 – Results of Rigid Motion on Triangles and a Square
6
Day 47 – Results of Rigid Motion on Irregular Polygons
7
Day 48 – Results of Rigid Motion on Given Figures
8
Day 49 – Results of Rigid Motion on Two Given Figures
9
Day 50 – Assessment
10
Day 51 – Identifying Congruent Sides of a Triangle
11
Day 52 – Identifying Congruent Angles of a Triangle
12
Day 53 – Proof of Congruent Triangles
13
Day 54 – Congruence in Opposite Dilation
14
Day 55 – Assessment
15
Day 56 – Congruence Postulate SSS
16
Day 57 – Congruence Postulate ASA
17
Day 58 – Congruence Postulate SAS
18
Day 59 – Summary of Congruence Postulates
19
Day 60 - Assessment
20
Day 61 – Triangle Congruence in Terms Rigid Motion
21
Day 62 – Congruent Angles and Sides
22
Day 63 – Congruent Triangles 1
23
Day 64 – Congruent Triangles 2
24
Day 65 – Assessment

Unit 5 covers Similarity Transformations.

Topics in Unit 5 include midpoint theorem, proving theorems using similarity, algebraic proofs for similarity, verifying dilation, the similarity of two figures in triangles.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 66 – Properties of Bisected Line
6
Day 67 – Prove of the Midpoint Theorem
7
Day 68 – Dilation as a Result Midpoint Theorem
8
Day 69 – Application of Midpoint Theorem
9
Day 70 - Assessments
10
Day 71 – Verify Dilation
11
Day 72 – Similarity of Two Figures
12
Day 73 – Similarity in Triangles
13
Day 74 – AA Criterion
14
Day 75 – Assessment
15
Day 76 – Proportional Divisions in Triangles
16
Day 77 – Proof Pythagorean Theorem Using Similarity
17
Day 78 – Problem Solving Using Congruence and Similarity
18
Day 79 – Congruence and Similarity in Figures
19
Day 80 – Assessments
20
Day 81 – Proportional Triangles
21
Day 82 – Proof Similarity using Pythagorean Theorem
22
Day 83 – Reduction
23
Day 84 – Enlargement
24
Day 85 - Assessment

Unit 6 covers indirect measurements, trigonometric ratios, special right triangles & modeling with right triangles.

Topics in Unit 6 includes identifying trigonometric ratios, finding its ratios of angles, defining the relationship between sine and cosine of complementary angles. Solving word problems involving trigonometric ratios and solving special right triangles. And for you advanced learners, understanding the Law of Sine and Cosine.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 86 – Introduction to Trigonometric Ratios
6
Day 87 – Finding Trigonometric Ratios
7
Day 88 – Trigonometric Ratios of Complements
8
Day 89 – Trigonometric Ratios of Triangles with Common Angles
9
Day 90 – Assessments
10
Day 91 – Sine and Cosine of Complementary Angles
11
Day 92 – Sine and Cosine of Complementary Angles in Use
12
Day 93 – Application of Trigonometric Ratios
13
Day 94 – Word Problems Involving Trigonometric Ratios
14
Day 95 - Assessment
15
Day 96 – Trigonometry of 30-60-90 Right Triangle 1
16
Day 97 – Trigonometry of 30-60-90 Right Triangle 2
17
Day 98 – Trigonometry of 45-45-90 Right Triangle 1
18
Day 99 – Trigonometry of 45-45-90 Right Triangle 2
19
Day 100 – Assessments
20
Day 101 – Area of a Triangle
21
Day 102 – Sine Rules
22
Day 103 – Cosine Rules
23
Day 104 – Word Problem Involving Sines and Cosine Rules
24
Day 105 - Assessment

Unit 7 covers the definition of quadrilaterals with coordinates, parallelogram proofs & coordinate proofs.

Topics include an introduction to quadrilaterals with coordinates and using them to prove simple geometric theorems. Theorems include, the opposite side are congruent and opposite angles are congruent.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 106 – Introduction to Quadrilaterals
6
Day 107 – Rectangle and a Square on X Y Plane
7
Day 108 – Rhombus and a Parallelogram on XY Plane
8
Day 109 – Trapeziod on X Y Plane
9
Day 110– Assessment
10
Day 111 – Opposite Sides of a Parallelogram
11
Day 112 – Opposite Angles of a Parallelogram
12
Day 113 – Diagonals of a Parallelogram
13
Day 114 – Diagonals of a Rectangle
14
Day 115 – Assessments
15
Day 116 – Perimeter and Area of Triangle on XY Plane
16
Day 117 – Perimeter and Area of Square and Rectangle on X-Y Plane
17
Day 118 – Perimeter and Area of Rhombus and Parallelogram on XY Plane
18
Day 119 – Perimeter and Area of Trapezoid on X Y Plane
19
Day 120 - Assessments

Unit 8 covers circle relationships and proofs with circles & conics.

The Topics include similarities of circles, identifying and describing relationships among inscribed angles, radii & chords, angle properties of a circle, as well as derive the equations of ellipses & hyperbola.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 121 – Similarity in Circle
6
Day 122 – Angle Properties of a Circle 1
7
Day 123 – Angle Properties of a Circle 2
8
Day 124 – Angle Properties of a Circle 3
9
Day 125 - Assessments
10
Day 126 – Inscribed and Circumscribed Circles of a Triangle
11
Day 127 – Tangent to a Circle
12
Day 128 – Equation of a Circle Centered at the Origin
13
Day 129 – Equation of a Circle Centered at Any Point
14
Day 130 – Assessments
15
Day 131 – Interior Angles of a Cyclic Quadrilateral
16
Day 132 – Similarity Between Radius and Length of an Arc
17
Day 133 – Radian Measure and Proportionality to Radius
18
Day 134 – Area of a Sector
19
Day 135 – Assessment
20
Day 136 – Equation of Parabola 1
21
Day 137 – Equation of Parabola 2
22
Day 138 – Equation of Ellipse
23
Day 139 – Equation of Hyperbola
24
Day 140 – Assessments

Unit 9 covers 2D applications, solving design problems.

Topics in Unit 9 include arguments about circumference and area of a circle and creating 2D Designs.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 141 – Arguments about Circumference
6
Day 142 – Applications about Circumference
7
Day 143 – Arguments about Area of a Circle
8
Day 144 – Application of Area of a Circle
9
Day 145 – Assessment
10
Day 146 – Triangular, Square, and Rectangular Designs 1
11
Day 147 – Triangular, Square, and Rectangular Designs 2
12
Day 148 – Circular and Quadrilateral Designs
13
Day 149 – Use 2D Designs
14
Day 150 – Assessments

Unit 10 covers volume, cross sections of 3D Figures and 3D applications and design problems.

Topics in Unit 10 include arguments about the volume of common solids. Application problems including sphere, cylinder, pyramid, and cones.

1
Get Started
2
Pacing Guides & Lesson Plans
3
Assessments
4
Resource Package Downloads
5
Day 151 – Arguments about Volume of Common Solids
6
Day 152 – Application of Volume of a Sphere
7
Day 153 – Application of Volume of Cylinder and Cones
8
Day 154 – Application of Volume of Pyramid and Cones
9
Day 155 – Assessment
10
Day 156 – Polygonal Based Prisms
11
Day 157 – Circular Based Prisms
12
Day 158 – Rotation of Polygon and Circular Faces
13
Day 159 – Rotation of 2D-Fused Faces
14
Day 160 – Assessment
15
Day 161 – Modelling Tree Trunk
16
Day 162 – Modelling a Human Torso
17
Day 163 – Modelling a House
18
Day 164 – Application of Density
19
Day 165 – Assessment
20
Day 166 – Conical Structures
21
Day 167 – Cylindrical Structures
22
Day 168 – Cubical and Cuboidal Structures
23
Day 169 – Pyramid Structures
24
Day 170 – Assessment

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