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About the Class: |
The derivative & the integral as related to each other by the Fundamental Theorem Of Calculus: the definite integral of a function over an interval is equal to the difference between the values of an antiderivative evaluated at the endpoints of the interval. The definite integrals have a larger domain in Mathematics & Physics due to their remarkable geometrical significance. They provide us with the Area under the Curve, which is a major application of Definite Integrals.
The basic process of integration includes dividing the area under a curve into infinite small parts and then integrating a single part from a lower limit(say, a) to an upper limit(say, b). This gives us the area under the curve between the points a & b.
This class will complete our course in Integration. We will move on to Differential Equations in the next class which can also be called a revision of Differentiation & Integration.
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About the presenter:
Dev Von De
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The presenter, Dev, is a spiritual thinker who has tried to compile the vast vedic math into a very short courseware for the benefit of all. He has gone through the atharva veda and collected the information best suited for the world we live in today and has adopted a simple lifestyle and teaches calculus and other math subjects. He teaches calculus for competitions and other exams.
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Related Online Classes
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by
Dev Von De Saturday, February 28, 2009 7:00 PM (IST)
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by
Dev Von De Monday, March 02, 2009 6:00 PM (IST)
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