Sign inSubmit

American Journal of Applied Sciences

ISSN 1546-9239 (print)eISSN 1554-3641 (online) Open access
Sign up for alertsSubmit manuscript
ArticleMetrics
Research Article · Free to read · Published 31 October 2007

A Recurrence Formula for Computing the Derivative of Composition of Functions

A. A. Taani

American Journal of Applied Sciences, Volume 4, Issue 10, pp. 792–794 · doi.org/10.3844/ajassp.2007.792.794

7,097 accesses4,494 downloads0 citations (Crossref)Metrics
Cite Check for updates

Abstract

A new recursion formula for computing the n-th derivative of the composition of two functions has been introduced in this contribution. The importance of this new formula is associated with its counterpart; Leibniz rule for finding the n-th derivative of the product of two functions. Furthermore the process of computing this formula has been presented in algorithmic format herein.

Licence and reuse

Free to read. This article carries the publisher’s copyright, as printed on it: © 2007 Science Publications. It is free to read; ask us before reusing it.

How to reuse this article

Responses (0)

Have a comment on this research? Sign in to respond. Responses are moderated and published with your name and affiliation; the authors are invited to reply. How we use your dataWrite a response

About this article

Cite this article

Taani, A. A. (2007). A Recurrence Formula for Computing the Derivative of Composition of Functions. American Journal of Applied Sciences, 4(10), 792–794. https://doi.org/10.3844/ajassp.2007.792.794

Licence
© Science Publications
Issue
Volume 4, Issue 10
Policies
Editorial independenceUse of generative AIData availabilityAppeals and complaints
Version
Version of record
A Recurrence Formula for Computing the Derivative of Composition of FunctionsAmerican Journal of Applied Sciences · Volume 4, Issue 10 · pp. 792–794 · © Science PublicationsDownload