Complete Differential Calculus : Part 3 Public Class

Sunday, March 15 2009 | 8:00 PM (IST)

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Price:
Free
Duration:
120 minutes
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About the Class

This class will cover all the major topics in differential calculus which include: -Functions & Their Graphs : The basic concept of a function, the domain & the range & methods to find them, the basic graphs & graphical transformations. -Limits & Continuity: The use/significance of limits, their applications & methods to solve for them, determination of the continuity & differentiability of a function. -The Concept Of The Derivative: The basic concept of the derivative, its physical & geometrical significance, & the first principle. -The Differential Coefficient: Methods & Rules of differentiation, implicit & logarithmic differentiation & higher order derivatives. -Application Of Derivatives: The applications of derivatives in finding tangents & normals, monotonicy & extremum. The class has been divided into three parts to provide 2 short breaks for the attendees. This part of the class will cover ''The Applications of Derivatives''

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Keywords: calculus, differential, differentiation, functions, limits, continuity, graphs, applications, derivatives, monotonic, functions, maxima, minima, tangents, normals, differentiation

Comments
nonibatool
By: nonibatool
961 days 21 hours 23 minutes ago

tell me all about real analysis .what i want

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Dev is a teacher in Calculus & other maths disciplines. Dev has a remarkable style of delivering the very advanced concepts useful for the various competitive exams in a very basic manner understandable to all.

He has developed innovative ways of teaching mathematics to his students.
He is especially known teaching methods & techniques in Calculus.

He has also taught Vedic Mathematics apart from the other subjects since the last year and has got a great response.
The methods of Vedic Mathematics are blessings given to us by The Aryans. The Vedas contain all the Sciences that we have come to know about, & those which we still need to discover.