 # Calculus

Calculus lies at the center of math and science. In simple terms, calculus involves the application of mathematics to study and understand change. Calculus traces its origins to the 17th century when notable scientists such as Sir Isaac Newton developed the discipline as a means of solving complex problems that could not be solved with more basic algebra concepts.

Calculus is easier for students to find interesting compared to other areas of math. Before we have some fun, let's review the basic topics that are normally considered part of college calculus that we can help with:

• FUNCTIONS AND MODELS
• LIMITS
• DERIVATIVES
• APPLICATIONS OF DIFFERENTIATION
• INTEGRALS
• APPLICATIONS OF INTEGRATION
• INVERSE FUNCTIONS
• TECHNIQUES OF INTEGRATION
• DIFFERENTIAL EQUATIONS
• PARAMETRIC EQUATIONS AND POLAR COORDINATES
• INFINITE SEQUENCES AND SERIES
• VECTORS AND THE GEOMETRY OF SPACE
• VECTOR FUNCTIONS
• PARTIAL DERIVATIVES
• MULTIPLE INTEGRALS
• VECTOR CALCULUS
• SECOND-ORDER DIFFERENTIAL EQUATIONS

There are a number of informative resources available to help your broaden your calculus knowledge base. A great place to get instructive articles in calculus is matharticles.com. If you haven't seen the MIT calculus videos, you've been missing out. These are essential for anyone interested in calculus.

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