1 Math 210 Lessons (Dr Israel's)

• Lesson 1. Introduction to Maple - (.ms)
• Lesson 2. Floating point computations - (.ms)
• Lesson 3. Newton's Method and other Iterations - (.ms)
• Lesson 4. Iteration and Fixed Points - (.ms)
• Lesson 5. Iteration, Fixed and Periodic Points - (.ms)
• Lesson 6. Cycles and Chaos - (.ms)
• Lesson 7. Cycles and Newton's Method - (.ms)
• Lesson 8. Cycles and Newton; "solve" in Several Variables - (.ms)
• Lesson 9. Solving Equations in Several Variables - (.ms)
• Lesson 10. Critical Points - (.ms)
• Lesson 11. Critical Points, continued - (.ms)
• Lesson 12. Newton's method in several variables - (.ms)
• Lesson 13. Three Equations in Three Unknowns - (.ms)
• Lesson 14. Optimization on a Restricted Domain; Introduction to Integration - (.ms)
• Lesson 15. Symbolic and Numerical Integration - (.ms)
• Lesson 16. Integration of Rational Functions - (.ms)
• Lesson 17. Integration in Elementary Functions - (.ms)
• Lesson 18. Numerical Integration - (.ms)
• Lesson 19. Richardson Extrapolation and Romberg Integration - (.ms)
• Lesson 20. Removing Singularities - (.ms)
• Lesson 21. Series - (.ms)
• Lesson 22. Tails of Series - (.ms)
• Lesson 23. Power Series - (.ms)
• Lesson 24. Power Series, continued - (.ms)
• Lesson 25. Fourier Series - (.ms)
• Lesson 26. Fourier Series and Gibbs Phenomenon - (.ms)
• Lesson 27. Asymptotic Series - (.ms)
• Lesson 28. Euler-Maclaurin Summation Formula - (.ms)
• Lesson 29. Fibonacci Numbers - (.ms)
• Lesson 30. Fibonacci Numbers continued - (.ms)
• Lesson 31. Solving the Fibonacci Recurrence - (.ms)
• Lesson 32. Solving Recurrence Relations - (.ms)
• Lesson 33. Approximation of functions - (.ms)