Abstract
We studied Portfolio Selection and Optimal Financial Investment in the Nigerian economy. We used the instruments – liquidity, risk and return on investment as the basis for the determination of the stocks to choose, in order to form the portfolio. Thereafter we used the ratios of these instruments to establish the effect of one instrument on the other for the available stocks. We then translated the problem to a Linear programming Problem(an optimization problem) which we solved using the simplex method. We were able to determine the three stocks out of the available five stocks to choose from with the amount to invest on each obtained, to maximize profit on investment. In doing this, we devised two methods. For the first method, after making the first choice of stock to invest in, we retook the ratios of the instruments and established a new optimization problem and a new result, that is, the second best stock to invest in. We also went through the same process to make the third choice. For the second method, we took the ratios once and used same for the second and third choices of stocks to invest in. The two methods gave us the same choices of stocks to invest in but with different capital requirement for investment
Copyright © 2023 Author(s) retain the copyright of this article.
This article is published under the terms of the Creative Commons Attribution License 4.0
If you like this article, see others like it:
- 11 Simple Pure and Applied Mathematics Project Topics and Ideas
- Dynamic Buckling of Imperfection-Sensitive Elastic Structures Under Slowly-Varying Time Dependent Loading
- Mathematical Modelling And Control Of Blood Glucose/Insulin Concentrations in An Insulin Dependent Diabetic Subject
- Iterative Approximation of Equilibrium Points of Evolution Equations
- Convergence in Norm of Modified Krasnoselskii-Mann Iteration for Fixed Points of Asymptotically Demicontractive Mappings