Consider the meaning of the word Integrals as important in the mathematical field as Derivatives, since these are the action bet on this process, according to the Fundamental Theorem of Calculus. The integrals are the tool to calculate "The area under the curve" as described in engineering, it is therefore the space between the section of the real line delimited by two points and the two perfectly parallel points of the curve that is being studied. By joining these four points a closed area is formed, graphically that is an integral of a function.
Integrals and derivatives are ambiguous tools, since it was discovered that when a function is derived, the integration process returns the function to its original state, these processes are so widely used in mathematical analysis in engineering studies and applications., which are given a transcendental importance in education.
Integrals go beyond mathematical analysis and enter the field of physics, they have important application in the study of the electromagnetic field and modern physics, as a tool for identifying planes and areas in which there may be a relationship with physics and its derivatives, the integrals are very practical for physical calculation.
Outside the field of engineering and mathematics, the concept of Integral obtains a very generic meaning, since when something is integral it means all the possible capacities that a specific area has, being transcendent in the use of suitable tools for a optimal performance.
The scope that an integral work may have in its performance is generally broad. The multiple knowledge acquired by a person and his good development in the area are indications that he is an integral person.
Comprehensive knowledge in some cases is not enough to cover the needs of the subject under study or practice in question. The term has been used incorrectly in the search for solutions in countries with high unemployment, poverty and birth rates. Despite the fact that the term refers to a great accumulation of knowledge to be used with great skill, incomplete practices have been incurred to justify apparently comprehensive actions.
