CÁLCULO DIFERENCIAL E INTEGRAL: conceitos e aplicações

Abstract

Calculation is the study of how things change and provides a framework for modeling systems where there is change, and a way to deduce predictions from models. It provides a relatively simple way to build quantitative models of change, and to deduce its consequences. With this, the training begins to find the effects of these changes in the conditions of the systems to be investigated. By studying these cases, you can learn to control systems so that they do what they are expected to do. Calculation adds to engineers, for example, the ability to systematize models and controls and gives them extraordinary power over the material world. Its development and its applications to physics and engineering is probably the most important factor in the development of modern science as it was in the days of Archimedes, who, in turn, was one of the main responsible for the creation, let's say, of calculus and all that. it followed from it, including almost all the great mathematical advances of the last centuries. This quote is important since analyzing the calculation historically represents its importance for humanity through the ages as well as facilitating its understanding for those who study it. Finally, the object of study of this work is to explain the applications of calculus in several activities related to various branches of the exact sciences, both historically and in contemporary discoveries and research.