The Geometry video is designed to help students master skills in

geometry. These skills will prepare a student for college algebra,

trigonometry and other math courses. Geometry can be

intimidating because of the use of diagrams. This geometry video

approaches the course by solving numerous problems in an easy

to follow logic and the diagrams become a student’s friend in

solving the problems. The course is thorough in the topics

covered as well as in how the topics are covered. Some of the

topics covered in this video include measurement and types of

angles, logic statements, complimentary and supplementary

angles, congruent triangles, overlapping triangles, Pythagorean

Theorem and more. Using this video will help a student to

succeed in this course; the video is a great aid to mastering

geometry.

Topics in Geometry-Over 32 Hours-49 Topics

1. Getting Started
2. Measurement and Types of Angles
3. Beginning Proofs
4. Division of Segments and Angles
5. Logic Statements
6. Perpendicularity
7. Complementary and Supplementary Angles
8. Drawing Conclusions
9. Addition and Subtraction Properties
10. Multiplication and Division Properties
11. Transitive and Substitution Properties
12. Vertical Angles
13. Three Ways to Prove Congruent Triangles
14. CPCTAC
15. Overlapping Triangles
16. Types of Triangles
17. Angle Side Theorem
18. Hy-Leg Theorem
19. Detours and Midpoints
20. Proofs Without a Diagram
21. Right Angle Theorem
22. The Equidistant Theorems
23. Intro to Parallel Lines
24. Slopes
25. Indirect Proofs
26. Proving that a Quadrilateral is a Parallelogram
27. Triangle Application Theorems
28. AAS-AAS
29. No-Choice Theorem
30. Polygon and Regular Polygon Formulas
31. Pythagorean Theorem
32. Distance Formula
33. Circles
34. Congruent Chords
35. Arcs of a Circle
36. Secants and Tangents
37. Angles Related to Circles
38. Inscribed and Circumscribed Polygons
39. Power Theorems
40. Circumference and Arc Length
41. Area
42. Areas of Parallelograms and Triangles
43. Area of a Trapezoid
44. Area of a Kites
45. Area of Circles and Sectors
46. Hero's and Brahmagupta's Formulas
47. Locus
48. Compound Locus
49. Basic and Triangle Construction