2019Unpublished venueRequires access

A Mini Introduction to Calculating Introductory Integrals

Hero Mawlood Salh, Keyvan Salehi

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Abstract

In integral calculus we encounter different concepts such as the area of various geometric shapes, the area under the curve by using the definite integral, the indefinite integral and various practical applications. We also encounter the most important theorem of calculus called the “Fundamental Theorem of Calculus.” This theorem elaborates upon the concept that differentiation and integration are opposite operations. In this paper, firstly we will have overview on integration, secondly, we try to find some integration with different method.

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What this paper is about

In integral calculus we encounter different concepts such as the area of various geometric shapes, the area under the curve by using the definite integral, the indefinite integral and various practical applications. We also encounter the most important theorem of calculus called the “Fundamental Theorem of Calculus.” This theorem elaborates upon the concept that differentiation and integration are opposite operations. In this paper, firstly we will have overview on integration, secondly, we try to find some integration with different method.

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Available abstract

In integral calculus we encounter different concepts such as the area of various geometric shapes, the area under the curve by using the definite integral, the indefinite integral and various practical applications. We also encounter the most important theorem of calculus called the “Fundamental Theorem of Calculus.” This theorem elaborates upon the concept that differentiation and integration are opposite operations. In this paper, firstly we will have overview on integration, secondly, we try to find some integration with different method.

Key concepts: Fundamental theorem of calculus, Calculus (dental), Integration by parts, Mathematics, Line integral, Fundamental theorem, Improper integral, Multiple integral

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