What is the integral number?

Integral number, also known as integration, is one of the two branches of the number, the other is differentiation. Differentiation describes how the value of the function changes with respect to its variables. Inverse integration is inverse because it gives the exact sum of the function between two values. The integral number provides an accurate means of calculating the area under the curve of mathematical function. Integration has a wide range of applications in physics and engineering. Mathematical notation used today is based on the work of Leibnize. Although Newton was undoubtedly a great scientist, he had the reputation that he was very competitive and revengeful, and he was not willing to share his credit with his German current. Newton used its considerable influence in Royal Society in London to accuse Leibniz of Plagiarism directly and indirectly. The ESE thobvination has never been verified, but the discussion destroyed Leibniz's reputation.

Integration is best described in terms of areaeven under the curve of mathematical function. This area can be considered a sum of vertical strips of the same width. Several wide strips provide an approximate value for the area; Increasing the number of strips reducing their width will provide an increasingly accurate value for this area. The integral calculus works by considering when the width of these strips approaches 0, and therefore the number of strips is close to infinity. Summary of the infinite number of infinitely small strips gives the exact value for the area.

Calculus is used to describe how the function (f) changes in relation to time (t). If the speed (v) the particle is defined by the function v = f (t) , then how far it moved can be elaborated by integration because it is equal to the surface below the curve. The distance traveled between two different points can be found by means of a definitive integral.

There are many other applications of integral numbers - so much that it would be possible to create an exhaustive list. It can be used in physics to calculate the work donea body moving with a simple harmonious movement or to derive equations describing the behavior of gases. Civilian or mechanical engineers can use an integral number to analyze fluid movements or distribution of pipe voltages carrying these fluids. Electrical engineer uses an integral number to analyze electromagnetic waves.