Online Mathematics Tutorials
There are online mathematics (esp. Calculus and Trigonometry) tutorials at several sites:
- Mathematics Online Tutorial (Harvey Mudd College)
- Interactive Study Problems for Calculus (University of Oklahoma)
- SOS Mathematics (tutorials on calculus, algebra, trigonometry and more)
- Karl's Calculus Tutor (limits, continuity, Derivative, Integration amd more)
- Calculus on the Web (Temple University).
- Visual Calculus - PreCalculus (University of Tennessee, Knoxville)
- Calculus Japan (Animations of calculus concepts for class rooms)
- Mathematics Animated (visual proofs of various calculus facts)
- Trigonometry Web Tutorial (University of Akron)
- Calculus Lecture Notes (University of Wisconsin, Milwaukee)
- Calculus problems (UCLA, multiple choice problems on Differential and Integral calulus)
- Calculus Resources (Langara College)
- Calculus Org (Resources for calculus students, UC Davis)
- Vector Field Analyzer (Arizona state university, plot vector fields)
- Online Integrator (compute integration online with Wolfram mathematica)
- Interactive Real Analysis (Seton Hall University)
- Math Notation (notations and revision of basic mathematics)
- Word Problems for Kids (word problems for Kids of grade four-nine)
- Math Learning for Kids (to teach the numbers and math for Kids)
Useful Links for High School Students
WebMath (
Homework help, online Math problem solver, Ask a Tutor)
SparkNotes (
notes on prealgebra, geometry, algebra and much more)
MSN Encarta (
online Encyclopedia, Dictonary, Atlas and Homework)
Links to Some Lecture Notes
(Limit and Continuity, Derivatives, Application of Derivatives, Integration, Application of Integration.)
(Almost all topic for undergraduate calculus)
(Calculus problem solutions step by step and much more)
(Euclidean Three Space, Vector Algebra, Vector Functions, Sequence Series, Taylor Polynomials, Integration
in two and three dimension, Gauss, Green's and Stokes theorem.)
(A curriculum development project funded by NSF) (Integral Calculus lecture notes by Miguel A. Lerma)
(Derivative, Approximation, Integration and background materials.)
(Algebra, trigonometry, permutation and combination, coordinate geometry, Complex Numbers, Sets and
Numbers, Sequence and Series.)
(Complete lecture notes on Trigonometry by Steven Butlet.)
(Based on Larson PreCalculus Book, Functions and their Graphs, rational and Polynomial Functions, Log and
exponential functions, Intro to trigonometric functions.)
(Basic facts, rational functions, Elementary trigonometry, Graphing Trigonometric functions, Trigonometric
identities, Advanced Trigonometry.)
(Limit, Derivatives, Integration, Applications, Double Integral, Triple Integral,Series and Sequence, Three
Dimensional Geometry, Vector Calculus.)
(Function of Several Variables, Differentiation, Higher Order Derivatives, Double and Triple Integral, Paths,
Integral over paths, Green's and Stokes theorem.)
(Excellent notes on vector analysis, including Divergence theorem, Stokes theorem, and complex integration.)
(Linear Equations, Matrices, Subspaces, Determinants, Complex Numbers, Eigenvalues and Eigenvectors,
Three Dimensional Geometry.)
(Differentiation, Integration, Series and Sequences, Coordinate Geometry and Polar Cordinates.)
(Matrices, Linear Algebra, Groups and Rings.)
(Undergraduate project, includes complex numbers, analytic functions and more.)
(Undergraduate notes by D. Ramakrishnan of CalTech)
High School Mathematics Competitions around the world