Numerical Solution Of Ordinary Differential Equation Of Order One Using Taylor Series Expansion:- Lazarus Timothy C
Join this library to read and download this work.
ABSTRACT In this work, an initial value Ordinary Differential Equation of order one was solved using first, second, third, and fourth order Taylor series expansions and the results obtained were compared with the exact solutions. It was observed that the third and fourth order of the expansion higher order Taylor’s series expansion should be used for a better approximation and industrial application.
Reviews (0)
No reviews yet.
APA
CHIZARAM, L. T. (2026). Numerical Solution Of Ordinary Differential Equation Of Order One Using Taylor Series Expansion:- Lazarus Timothy C. Michael Okpara University of Agriculture. Retrieved October 29, 2026, from https://repository.mouau.edu.ng/works/numerical-solution-of-ordinary-differential-equation-of-order-one-using-taylor-series-expansion-lazarus-timothy-c-39-2
MLA
CHIZARAM, LAZARUS TIMOTHY. "Numerical Solution Of Ordinary Differential Equation Of Order One Using Taylor Series Expansion:- Lazarus Timothy C." Michael Okpara University of Agriculture, 29 Oct. 2026, https://repository.mouau.edu.ng/works/numerical-solution-of-ordinary-differential-equation-of-order-one-using-taylor-series-expansion-lazarus-timothy-c-39-2. Accessed October 29, 2026.
Chicago
CHIZARAM, LAZARUS TIMOTHY. "Numerical Solution Of Ordinary Differential Equation Of Order One Using Taylor Series Expansion:- Lazarus Timothy C." Michael Okpara University of Agriculture (2026). Accessed October 29, 2026. https://repository.mouau.edu.ng/works/numerical-solution-of-ordinary-differential-equation-of-order-one-using-taylor-series-expansion-lazarus-timothy-c-39-2