Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

Using the altman’s Z-score formula to assess the financial situation of military construction enterprises in Vietnam

View through CrossRef
Military construction enterprises are classified as defense economic enterprises and are subject to regulation by two legal systems: the State’s legal system for regulating enterprises in general and provisions of law on national defense. As a result, military construction enterprises have unique characteristics that distinguish them from other enterprises. These characteristics include the organizational form, capital mobilization form, depreciation management, receivable management, and profits distribution of military construction enterprises. This study uses data from financial statements of 22 military construction enterprises from 2015 to 2019 including both joint stock companies and 100% state-owned enterprises to calculate the Altman Z-score formula. The Altman Z-score is a linear combination of four or five common business ratios, weighted by coefficients. Z-scores are used to predict corporate defaults and an easy-to-calculate control measure for the financial distress status of enterprises with high reliability. Due to the difference between military construction enterprises and conventional enterprises, the Altman model is applied in the article to evaluate the financial status of military construction enterprises. The research results show that the decrease in business efficiency causes the ratio of revenue and profit to total assets of military construction enterprises to decrease sharply, the proportion of working capital in total assets is low. Furthermore, the ratio of equity to total debt is the most important reason to make low Z-score that means prediction of a high risk of bankruptcy in military construction enterprises. An evidence base from the research results is used for making a number of proposals to reduce the risk of bankruptcy and improving the efficiency of financial management of enterprises.
Title: Using the altman’s Z-score formula to assess the financial situation of military construction enterprises in Vietnam
Description:
Military construction enterprises are classified as defense economic enterprises and are subject to regulation by two legal systems: the State’s legal system for regulating enterprises in general and provisions of law on national defense.
As a result, military construction enterprises have unique characteristics that distinguish them from other enterprises.
These characteristics include the organizational form, capital mobilization form, depreciation management, receivable management, and profits distribution of military construction enterprises.
This study uses data from financial statements of 22 military construction enterprises from 2015 to 2019 including both joint stock companies and 100% state-owned enterprises to calculate the Altman Z-score formula.
The Altman Z-score is a linear combination of four or five common business ratios, weighted by coefficients.
Z-scores are used to predict corporate defaults and an easy-to-calculate control measure for the financial distress status of enterprises with high reliability.
Due to the difference between military construction enterprises and conventional enterprises, the Altman model is applied in the article to evaluate the financial status of military construction enterprises.
The research results show that the decrease in business efficiency causes the ratio of revenue and profit to total assets of military construction enterprises to decrease sharply, the proportion of working capital in total assets is low.
Furthermore, the ratio of equity to total debt is the most important reason to make low Z-score that means prediction of a high risk of bankruptcy in military construction enterprises.
An evidence base from the research results is used for making a number of proposals to reduce the risk of bankruptcy and improving the efficiency of financial management of enterprises.

Related Results

Bounds on the sum of broadcast domination number and strong metric dimension of graphs
Bounds on the sum of broadcast domination number and strong metric dimension of graphs
Let [Formula: see text] be a connected graph of order at least two with vertex set [Formula: see text]. For [Formula: see text], let [Formula: see text] denote the length of an [Fo...
Theoretical study of laser-cooled SH<sup>–</sup> anion
Theoretical study of laser-cooled SH<sup>–</sup> anion
The potential energy curves, dipole moments, and transition dipole moments for the <inline-formula><tex-math id="M13">\begin{document}${{\rm{X}}^1}{\Sigma ^ + }$\end{do...
A saturation problem in meshes
A saturation problem in meshes
Let [Formula: see text] and [Formula: see text] be graphs, where we view [Formula: see text] as the “host” graph and [Formula: see text] as a “forbidden” graph. A spanning subgraph...
Biodiversity potential and scientific basis for conservation in the Song Hinh - Tay Hoa area, Dak Lak province, Vietnam
Biodiversity potential and scientific basis for conservation in the Song Hinh - Tay Hoa area, Dak Lak province, Vietnam
The Song Hinh - Tay Hoa area harbors exceptional ecological and biodiversity values. Two characteristic forest ecosystems are represented: lowland and mid-montane evergreen tropica...
When is R[θ] integrally closed?
When is R[θ] integrally closed?
Let [Formula: see text] be an integrally closed domain with quotient field [Formula: see text] and [Formula: see text] be an element of an integral domain containing [Formula: see ...
FINANCIAL DISTRESS PREDICTION COMPETENCE OF THE ALTMAN Z SCORE AND ZMIJEWSKI MODEL: EVIDENCE FROM SELECTED ZIMBABWE STOCK EXCHANGE FIRMS
FINANCIAL DISTRESS PREDICTION COMPETENCE OF THE ALTMAN Z SCORE AND ZMIJEWSKI MODEL: EVIDENCE FROM SELECTED ZIMBABWE STOCK EXCHANGE FIRMS
Purpose- The study aimed to assess the predictive competence of Zmijewski X score and Altman Z score in detecting financial distress in two manufacturing companies that are listed ...
The Aα-eigenvalues of the generalized subdivision graph
The Aα-eigenvalues of the generalized subdivision graph
Let [Formula: see text] be a graph with an adjacency matrix [Formula: see text] and a diagonal degree matrix [Formula: see text]. For any graph [Formula: see text] and a real numbe...

Back to Top