A Study on Maxima and Minima for Single Real Valued Function

Authors

  • Jagat Krishna Pokhrel Sanothimi Campus, Sanothimi and currently affiliated with QAA at T.U.

Keywords:

function, Derivatives, turning value, critical value, logical thinking, substantial

Abstract

By the maximum values of a function f (x) in calculus, we do not necessarily mean the absolutely greatest value attainable by the function. A function f (x) is said to be maximum for a value c of x, provided f (c) is greater than every other value assumed by f (x) in the immediate neighbourhood of x = c. Similarly a minimum value of f (x) is defined to be the value which is less than other values in the immediate neighbourhood.

Abstract
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Author Biography

Jagat Krishna Pokhrel, Sanothimi Campus, Sanothimi and currently affiliated with QAA at T.U.

Associate Professor in Mathematics Education

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Published

2017-12-31

How to Cite

A Study on Maxima and Minima for Single Real Valued Function. (2017). Tribhuvan University Journal, 31(1-2), 45-50. https://doi.org/10.3126/tuj.v31i1-2.25330

Issue

Vol. 31 No. 1-2 (2017)

Section

Science

License

This license enables reusers to distribute, remix, adapt, and build upon the material in any medium or format for noncommercial purposes only, and only so long as attribution is given to the creator.

© Center for Research, Tribhuvan University

How to Cite

A Study on Maxima and Minima for Single Real Valued Function. (2017). Tribhuvan University Journal, 31(1-2), 45-50. https://doi.org/10.3126/tuj.v31i1-2.25330