Given this operation on a function, the graph of the function can be approximated with Euler's method.
Given this operation on a function, the graph of the function can be approximated with Euler's method. This operation, the result of which is set equal to zero to find critical points, performed on e to the x yields itself.  It is defined as the limit as h approaches zero of f of x plus h, minus f of x, all over h.  Performing this operation on the indefinite integral of a function produces the original function according to the fundamental theorem of calculus. FTP, name this instantaneous rate of change, the computing of which is called differentiation.
Given this operation on a function, the graph of the function can be approximated with Euler's method.
First {Derivative}