THE DERIVATIVE OF FUNCTIONS AND THE CEILING DETERMINANT OF A SQUARE MATRIX

  • Tilahun Muche Savannah State University
  • Willie Reynolds Savannah State University Department of Mathematics Postal address: P.O.Box 20047 3219 College Street Savannah, GA, 31404 USA
DOI: https://doi.org/10.53555/m.v7i1.4078
Keywords: Derivatives, Determinants, Ceiling Determinants, Complex Numbers.

Abstract

Derivatives in calculus and Determinants of square matrices of any size in linear algebra are

extensively used in STEM, Financial and Business elds to mention some. In this research

paper, we develop mathematical formula to drill determinants for evaluating the derivatives

of a function of higher order n. First, we introduce the Ceiling Determinant of a two by

two matrix and extended this denition to nd the derivative of a function of n order. This

new approach will help students to easily memorize the formula and apply to their major

academic discipline. We have application examples on complex variable and geometry.

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Published
2021-02-05
How to Cite
Tilahun Muche, & Willie Reynolds. (2021). THE DERIVATIVE OF FUNCTIONS AND THE CEILING DETERMINANT OF A SQUARE MATRIX. IJRDO -JOURNAL OF MATHEMATICS, 7(1), 01-16. https://doi.org/10.53555/m.v7i1.4078
Issue
Vol. 7 No. 1 (2021): IJRDO - Journal of Mathematics (ISSN: 2455-9210)
Section
Articles

Copyright (c) 2021 IJRDO - Journal of Mathematics (ISSN: 2455-9210)

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