The purpose of this article is in line with the logic of analyzing the effectiveness of free education in the Democratic Republic of Congo. Free education is a law passed by the National Assembly of the Democratic Republic of Congo which stipulates that the government must take charge of the education of primary school children by relieving parents of the payment of school fees. In this article we will highlight the effectiveness of the said free education after an analysis of the survey results and propose some recommendations for the success of free education in the Democratic Republic of Congo.
The purpose of this article is part of the logic of establishing a production plan in order to maximize turnover. In general, the resolution of mathematical programming problems (the production problem case of the BRASIMBA of Lubumbashi), aims to determine the best possible combination of limited resources (storage capacity for example), to achieve a certain objective. These allocations must maximize a so-called objective function, which can be a cost or a profit. To achieve our goal, we used the Python object-oriented programming language to computerize the so-called Simplex method, which starts from a basic feasible solution or acceptable basic solution that is not improved step by step. This method stems from linear programming, which is nothing more than a particularity of mathematical programming.
The object of this article is part of the logic of computerization of mathematical calculations. The countless mathematical calculations prove to be tedious and complicated, even impossible to perform manually and the considerable time required to process them. This is particularly with regard to the calculations of the probability of the life annuity to allow the National Social Security Fund (CNSS) in acronym of the province of Haut-Katanga to determine the result in a few seconds, to ward off errors and remove fatigue. A life annuity is a sum of money, called arrears, that a person (the annuitant or the insurer) undertakes to pay periodically to another person (the insured or the annuitant) until the death of that person. this. Hence the name "life". Since life insurance operations are linked to the length of human life, their implementation absolutely requires the calculation of the probabilities of death or survival from mortality statistics.
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