Introduction to Differentiation and Applying Differentiation Formulae

The video tutorial covers the concept of differentiation, starting with a review of the original function as the instantaneous rate of change. It explains differentiation from first principles using the formula F'(X) = lim(H→0) [F(X+H) - F(X)]/H. The tutorial explores the application of this formula to functions like 1/X and verifies its correctness for rational values. An example of differentiating 6√X is provided, demonstrating the use of the formula to find derivatives.

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