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Advanced Calculus

Calculus is everywhere and starts with the concept of limit. Calculus is also needed almost everywhere, it is one of the foundations of mathematics. Physics, chemistry, biology, engineering, finance, economics ... all need calculus and higher level mathematics.

\[\int_Md\omega=\oint_{\partial M}\omega,\]

the well known stokes' theorem in differential geometry, becomes

\[\int_{a}^{b}\frac{d}{dx}F(x)dx=F(b)-F(a),\]

in high school calculus - the fundamental theorem of calculus. We can help you understand calculus from a higher level.

Here at MathWit, we can help you on all levels of calculus, including multi-variable calculus, mathematical analysis. We do not stop at multiple integrals, line, surface integrals, Green's theorem, Stokes' theorem ... we can help you further.
Last Updated on Thursday, 25 February 2010 18:10
 
 

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AMAT 219 - Multivariable Calc For Engineers

AMAT 309 - Vector Calculus For Engineers



AMAT 411 - Differential Equations II


MATH 117 - Topics from Applied Mathematics 217

MATH 205 - Mathematical Explorations



MATH 211 - Linear Methods I



MATH 213 - Honours Linear Algebra I



MATH 249 - Introductory Calculus



MATH 251 - Calculus I



MATH 253 - Calculus II



MATH 271 - Discrete Mathematics



MATH 283 - Honours Calculus II



MATH 311 - Linear Methods II



MATH 313 - Honours Linear Algebra II

MATH 331 - Multivariate Calculus


MATH 353 - Calculus IV

MATH 411 - Linear Spaces With Applications

PMAT 315 - Algebra I

PMAT 317 - Honours Algebra I

PMAT 421 - Introduction To Complex Analysis

PMAT 455 - Honours Real Analysis I

PMAT 501 - Integration Theory

STAT 211 - Concepts Of Statistics

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STAT 217 - Introduction To Statistics II

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