## Geometry 1 Lessons

M02 - Binary-Decimal Conversions

M01 - Counting in Binary

L08 - Binomial Expansion via Pascals Triangle

L07 - Multiplying Polynomials

L05 - Sierpinski Triangle and Pascals Triangle

L03 - Fractals

L01 - Intro to Dimensions

K2 - Volume of Cylinders Cones and Spheres

K1 - Volume of Prisms

J5 - Height of Balboa using Trig

J2 - Intro to Trigonometry

J1 - Similar Triangles

i06 - Distance Formula

i05 - Special Right Triangles 2

i04 - Special Right Triangles 1

i02 - Converse of Pythagorean Theorem

i01 - Pythagorean Theorem

H8 - Surface Area 2

H7 - Surface Area 1

H06 - Area of Sectors and Rings

H04 - Area of Circles

H02 - Area of Triangles Trapezoids and Kites

H01 - Area of Rectangles and Parallelograms

G3 - Rotation

G2 - Reflection

G1 - Intro to Transformations and Translations

F08 - Angles formed by Chords and Secants

F07 - Arc Length

F05 - Circumference

F03 - Arcs and Angles

F02 - Circle Chord Conjectures

F01 - Properties of Tangents

E05 - Properties of Parallelograms

E03 - Properties of Kites and Trapezoids

E01 - Polygon Sum Conjecture

D10 - Isosceles Triangles Proofs

D09 - Flowchart Proofs

D08 - CPCTC

D05 - Congruent Triangles 2

D04 - Congruent Triangles 1

D03 - Triangle Inequality Conjecture

D02 - Isosceles Triangles

D01 - Triangle Sum Conjecture

B09 - Converses of Parallel Lines Conjectures

B07 - Parallel Lines Conjectures

B05 - Linear and Vertical Angles Conjectures

B04 - Deductive Reasoning

B03 - Intro to Proofs Using Algebra

B02 - Rules for Arithmetic Sequences and Rules of Algebra

B01 - Inductive Reasoning and Patterns

A14 - Circles

A10 - Classifying Triangles

A09 - Polygons 2

A08 - Polygons 1

A07 - Definitions for Angles

A05 - Angle Bisectors

A04-1 - Basics of Angles

A03 - Collinear and Coplanar

A02 - Rays

A01 - Building Block of Geometry Lines and Segments