Product Rule

In calculus, the product rule is a formula used to find the derivatives of products of two or more functions. It may be stated thus:

or in the Leibniz notation thus:

.

In the notation of differentials this can be written as follows:

.

The derivative of the product of three functions is:

.

Read more about Product Rule:  Discovery By Leibniz, Examples, A Common Error, Proof of The Product Rule, Applications

Famous quotes containing the words product and/or rule:

    The site of the true bottomless financial pit is the toy store. It’s amazing how much a few pieces of plastic and paper will sell for if the purchasers are parents or grandparent, especially when the manufacturers claim their product improves a child’s intellectual or physical development.
    Lawrence Kutner (20th century)

    While Michael Angelo’s Sistine roof,
    His “Morning” and his “Night” disclose
    How sinew that has been pulled tight,
    Or it may be loosened in repose,
    Can rule by supernatural right
    Yet be but sinew.
    William Butler Yeats (1865–1939)