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CREATIVE MATH VIDEOS & TUTORING BY COLLEGE MATH PROFESSOR
Geometry
This video covers the course in 32 topics in over 49 hours. The course 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 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.
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Option 1: You can purchase the website address where the video is located. With this option you will have access to the video using any computer with internet access. You will instantly have access to any changes made in the video. You will also be able to, if you desire, download the video to your computer.
Option 2: You can purchase a 1 CD set which you can play on your computer.
Option 3: You can purchase the 4 DVD set which you can play on your DVD player.
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e-mail any questions to mathtutoring1@hotmail.com or telephone Steven @ 845 313 8795
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| Topics in
Geometry
Over 32 Hours-49 Topics Getting Started Measurement and Types of Angles Beginning Proofs Division of Segments and Angles Logic Statements Perpendicularity Complementary and Supplementary Angles Drawing Conclusions Addition and Subtraction Properties Multiplication and Division Properties Transitive and Substitution Properties Vertical Angles Three Ways to Prove Congruent Triangles CPCTAC Overlapping Triangles Types of Triangles Angle Side Theorem Hy-Leg Theorem Detours and Midpoints Proofs Without a Diagram Right Angle Theorem The Equidistant Theorems Intro to Parallel Lines Slopes |
Indirect Proofs Proving that a Quadrilateral is a Parallelogram Triangle Application Theorems AAS-AAS No-Choice Theorem Polygon and Regular Polygon Formulas Pythagorean Theorem Distance Formula Circles Congruent Chords Arcs of a Circle Secants and Tangents Angles Related to Circles Inscribed and Circumscribed Polygons Power Theorems Circumference and Arc Length Area Areas of Parallelograms and Triangles Area of a Trapezoid Area of a Kites Area of Circles and Sectors Hero's and Brahmagupta's Formulas Locus Compound Locus Basic and Triangle Construction |