1. Logic
A. Logical statement
B. Conditional Statements
C. Biconditional Statements
D. Logic notation
E. Compound Statements
F. Law of Syllogism or Detachment
G. Deductive Reasoning
H. logic Notation
I. Logical Statement
2. Geometry Basics
A. Points Lines and Planes
B. Segment Addition Postulate
C. Midpoint Formula 1
D. Midpoint Formula 2
E. Distance Formula
F. Midpoint & Distance Formula
G. Naming Angles
H. Angle Addition Postulate
I. Slope
J. Slope From a Graph
K. Slope From a Equation
L. Slope From Two Points
M. Vectors
N. Coordinate Geometry - Quadrilateral
O. Central Angles and Arc Measures
P. Geometry Remdiation
Q. Points Lines Planes and Segments - Study Guide
3. Angle Basics
A. Parallel relationship
B. Parallel Lines & Transversals
C. Parallel Lines, Transversals, and Algebra
D. Parallel Lines Cut by a Transversal
E. Identifying Types of Angles
F. Angle relationships to find angle measures
G. Angle Relationships
H. Polygons Angles and Area
I. Parallel Lines, Transversals and Algebra
J. Slopes of Parallel & Perpendicular Lines
K. Slopes of Parallel & Perpendicular Lines 2
4. Angle Relationship
A. Proving parallel relationship (converse)
B. 4Proving Lines are Parallel
C. Proving Lines are Parallel with Algebra
D. Triangle Inequalities
E. Triangle Inequalities & Algebra
F. Angles of a Triangle
G. Mid-segments of Triangles
5. Triangle Basics
A. Congruent Triangles
B. Perpendicular and Angle Bisectors
C. Bisectors in Triangles
D. Medians of a triangle
E. Altitudes of a triangle
F. 30-60-90 Triangles
G. 45 45 90 Triangles
H. 45-45-90 Special Right Triangles
I. 45-45-90 Triangles Practice
J. Pythagorean Theorem
K. Right Triangle - Finding Missing Sides and Angles
L. Right Triangles - Pythagorean Theorem Converse
M. Special Right Triangles
N. Triangle Congruence - SSS, SAS, ASA, AAS & HL
O. Triangle Congruence Postulates
P. Bisectors in Triangles - Median and Altitudes
Q. Concurrency of Altitudes of a Triangle
R. Inequalities in one Triangle
S. Introduction to Proofs and CPCTC
T. Isosceles Triangles
U. Mid-Segments of Triangles - Perpendicular and Angle Bisector
V. Multi-Step Equations
W. One-Step Equations
6. Congruent Triangles
A. Ratio & Proportion
B. Similar Figures
C. SSS, SAS, ASA, AAS & HL
D. triangle angle sum & exterior angle
E. Angles of Triangles
F. Isosceles & Equilateral Triangles
G. Classifying Triangles
H. Ratios & Extended Ratios
I. Functions Stretch
J. Pythagorean Theorem - Simplifying Radicals
K. Similar Polygons and Scale Factor
L. SSS, SAS and AA Similarity
M. SSS, SAS, ASA, and AAS Congruence
N. Triangle Similarity - AA SSS SAS
7. Similar Triangles
A. Parallel Lines & Proportional Parts
B. AA-SSS-SAS
C. Proving Triangles are Similar
D. Pythagorean Theorem its application
E. Pythagorean Theorem converse
F. SOH-CAH-TOA
G. Trig Inverse & Special Right Triangles
8. Right Triangles (M-8)
A. Trigonometry
B. Trigonometric Ratios & Finding Missing Sides
C. Trigonometry- Finding Sides and Angles
D. Angles of Elevation and Depression
E. Properties of Parallelograms
F. Parallelograms
G. Properties of rhombi
H. Angles of Elevation and Depression
9. Quadrilaterals (M-9)
A. Rhombi and Squares
B. Properties of Rectangles
C. Rectangles
D. Properties of Squares
E. Isosceles & Non-isosceles trapezoid
F. Midsegment trapezoid
G. Trapezoids
10. Polygons(M-10)
A. Polygons
B. Interior & Exterior Angles of Polygons
C. Angles of Polygons
K. Parallelograms in the coordinate plane
L. Coordinate Geo name that Quadrilateral
M. Quadrilaterals in the Coordinate Plane
N. Area of a Regular Polygons
O. Polygons - Sum of the Interior Angle Measures
P. Polygons & Quadrilaterals - Angles of Polygons
Q. Polygons & Quadrilaterals - Rectangles
R. Polygons & Quadrilaterals - Rhombi and Squares
S. Polygons & Quadrilaterals - Trapezoids
T. Properties of Quadrilaterals 2
11. Circle Basics(M-11)
A. Parts of Circles
B. Central Angles & Arc Measures
C. Arc Lengths
D. Area of Sectors
E. Inscribed angles
F. inscribed quadrilateral
G. Writing Equations of Circles
H. Writing and Graphing Equations of Circles
I. Tangent Lines
J. Segment Lengths in Circles
K. Segment Lengths Formed by Intersecting Chords, Secants & Tangents
12. Angle of Circles(M-12)
A. Congruent Chords & Arcs
B. Tangent line Properties
C. ARCS, ANGLES, & Algebra
D. Arc & Angle Measures formed by Chords, Secants, & Tangents
E. Segment Lengths formed by Chords, Secants, and Tangents
F. Standard Form of a Circle
G. Arc length and Area of a Sector
H. Area Formulas
I. Rectangle Prisms or Cube
13. Segment of circle (M-13)
A. Classifying 3D Figures
B. Area of Plane Figures
C. Area of Regular Figures
D. Area of Composite Figures
E. Surface Area of rectangular prism & Cylinders
F. Equations of Circles
14. 2d & 3d figures (M-14)
A. Surface Area of Pyramids & Cones
B. Volume of Prisms & Cylinders
C. Volume of Pyramids & Cones
D. Volume & Surface Area of Spheres and Hemispheres
E. Volume & Surface Area of Similar Solids
F. Effects of Changing Dimensions
G. Surface Area - Sphere & Hemisphere
H. Surface Area and Volume of 3D Figure
I. Surface Area of Prisms and Cylinders
J. Volume of Pyramids and Cones Ques and Sol1
K. Volume of Pyramids and Cones Ques and Sol2
15. XX. Constructions
A. Perpendicular Bisector of a Segment
B. Perpendicular through a Point on the Line
C. Perpendicular through a Point not on the Line
D. Line Parallel to a Given Line, through a Given Point
E. Angle Bisecto
F. Congruent Angles
16. YY. Transformations
A. Reflections
B. Translations
C. Rotations
D. Dilations
E. Symmetry
G. Constructions Practice
H. Dilations & Rotations - Warm Up
I. More Constructions Practice
J. Parallel Lines Construction
K. Reflections and Rotations on Coordinate Plane
L. Reflections and Rotations on Coordinate Plane
M. Transformation - Reflections
N. Transformation