High School - Algebra II with Murray H. Siegel
Or if you are an adult who has always wanted to master the beauty of mathematics and now wants the opportunity to do so, this course can fulfill that dream.
A Man with a Plan
Dr. Murray H. Siegel earned his Ph.D. in Mathematics Education. Kentucky Educational Television named him "The Best Math Teacher in America," and he has received the Presidential Award for Excellence in Math Teaching. He has been teaching mathematics for decades to students of all ages, and his methods have been tested and proven in real classrooms.
This course is designed, in its sequencing of lessons and in each subject taught, to produce true understanding—the kind of confident knowledge that eliminates the anxiety many have in mathematics.
In this course, Dr. Siegel not only explains the key concepts and methods of Algebra II, he also takes you "behind the scenes." The 30 half-hour lessons show both how as well as why the methods work, using real-world applications to answer the age-old question in mathematics classes: When will I ever use this? With this series you learn Algebra II in a way you have never learned it before.
The series begins by relating the foundation of algebra—polynomials—to the numbers with which you are already familiar. You learn to operate with them, graph them, and solve polynomial equations.
The course then progresses to another essential algebraic concept—the function. Functions of all types are investigated: linear, polynomial (including quadratic), rational, and recursive.
Even the aspects of Algebra II that are usually considered difficult to teach are treated in a user-friendly manner so that all learners can truly understand these topics. Included in this list are matrices and determinants, imaginary numbers, sequences and series, and logarithms. (Yes, with Dr. Siegel as your guide, even logarithms will make sense!)
The final part of the course includes an introductory lesson in Trigonometry.
One important difference not found in most mathematics lessons is that serious learning is punctuated with humor. Dr. Siegel is not a stand-up comedian (although he was a radio talk show host long ago), but his students have never found him boring.
If you want to succeed in mathematics and have concerns that you can be successful in an Algebra course, then this course is for you. Your efforts will be rewarded and you will thank Dr. Siegel for opening the door to mathematical knowledge and understanding.
[свернуть] The Teaching Company
The Teaching Company was founded in 1990 by Thomas M. Rollins, former Chief Counsel of the United States Senate Committee on Labor and Human Resources.
Years earlier, as a Harvard Law School student, Rollins had an unforgettable experience that opened his eyes to the extraordinary power of a great lecturer captured on tape.
Rollins was facing an important exam in the Federal Rules of Evidence but was not well prepared. He managed to obtain videotapes of 10 one-hour lectures by a noted authority on the subject, Professor Irving Younger.
"I dreaded what seemed certain to be boring," Rollins says. "I thought that few subjects could be as dull as the Federal Rules of Evidence. But I had no other way out."
Rollins planted himself in front of the TV and played all 10 hours nearly non-stop. The lectures, he says, "were outrageously insightful, funny, and thorough." Watching Professor Younger's lectures was one of Rollins's best experiences as a student.
Rollins made an "A" in the course. And he never forgot the unique power of recorded lectures by a great teacher.
After many years of government service, Rollins founded The Teaching Company in 1990 to ignite people's passion for lifelong learning by offering great courses taught by great professors.
Course Lecture Titles
2. Polynomial Arithmetic
4. Solving Linear Equations
5. Solving Linear Inequalities
6. Correlation, Slope and Intercepts
7. The Equation of a Line
8. Graphing Linear Equations
9. Graphs of Linear Inequalities
10. Solving Systems of Two Linear Equations
11. Solving Systems of Two Linear Equations Using Elimination
12. Solving Systems of Three Linear Equations and Systems of Linear Inequalities
14. Quadratic Functions
15. Solving Quadratic Functions
16. The Quadratic Formula
17. Imaginary Numbers
18. Quadratic and Rational Inequalities
19. Polynomial Division
20. Zeros of a Polynomial
21. Sketching Polynomials
22. Sketching Rational Functions
23. Square Roots and Cube Roots
24. Exponential Functions
25. Logarithmic Functions
26. Matrices and Determinants
27. Solving Systems of Equations Using Matrices
28. Recursive Functions
29. Sequences and Series
30. Introduction To Trigonometry