This leaflet provides a rough and ready introduction to differentiation. This is a technique used to calculate the gradient, or slope, of a graph at different ...

3 мар. 2003 г. · Differentiation is an aspect of calculus that enables us to determine how one quantity changes with regard to another. In this booklet we will ...

In this module, we discuss purely mathematical questions about derivatives. In the three modules Applications of differentiation, Growth and decay and Motion in ...

Differentiation is all about measuring change! Measuring change in a linear ... Examples. If y = u.v dx du v dx dv u dx dy. +. = i) y = (x+2)(ax. 2. +bx ...

Terminology The process of finding the derivative is called differentiation. The derivative of a a function f is another function, called f. , which tells us ...

27 февр. 2013 г. · It introduces the gradient of a curve and the rate of change of a function. Examples include motion and population growth. Chapter 2 introduces ...

In this chapter, we develop the derivative along with techniques for differentiation. We begin by defining the derivative as a limit and then use the definition ...

Differentiation is a process of looking at the way a function changes from one point to another. Given any function we may need to find out what it looks ...

In each of the three examples of differentiation from first principles that you've seen so far, the function is differentiable at every value of x. If a.

In this lesson we define derivative of a function, give its geometrical and physical interpretations, discuss various laws of derivatives and introduce notion ...