The examples presented here demonstrates finding the derivative of a function using "h" rather than "delta x" notation. Graphs are included as a visual aid.

This online tutorial site shows that the concavity of a function is related to the second derivative of the function by using an online graphing system. Inflection points are also briefly discussed.

Sketches of functions are drawn by determing important points: x- and y-intercepts, local maxima and minima, and point of inflection. The general shapes of specific functions are illustrated to help identify characteristics of each type...

Examples are presented to demonstrate the steps for sketching curves that are not polynomials. Using x- and y-intercepts, limits, domain and range, maxima and minima, second derivatives and general behavior the graphs are constructed...

Very nice lesson on taking the derivative of a function and its inverse.

Very nice lesson on taking the derivative of a function and its inverse.

Very nice lesson on taking the derivative of a function and its inverse.

Very nice lesson on taking the derivative of a function and its inverse.

Very nice lesson on taking the derivative of a function and its inverse.

Very nice lesson on taking the derivative of a function and its inverse.

Very nice lesson on taking the derivative of a function and its inverse.

Very nice lesson on taking the derivative of a function and its inverse.

Very nice lesson on taking the derivative of a function and its inverse.