Vedic Mathematics: Investigating Its Efficiency and Exploring Its Applications (Essay Sample)

Vedic Mathematics: Investigating Its Efficiency and Exploring Its Applications.
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Vedic Mathematics: Investigating Its Efficiency and Exploring Its Applications.
Vedic mathematics is a mathematics method that is defined precisely as a unique method of calculations that are based on a number of simple principles and rules which are utilized to solve a myriad of mathematical problems be it trigonometry, algebra, arithmetic, and geometry. The Vedic mathematics system is based on sixteen simple rules, typically referred to as the 16 Vedic sutras or aphorisms, which loosely describe various natural ways of solving a broad range of mathematical problems (Agarwal & Sen, 2014). A scholar of mathematics, history, and Sanskrit revived the Vedic mathematics system from ancient Indian scriptures. The scholar, Sri Bharati Krishna Tirthaji, extensively studied the ancient Indian scriptures eventually coming up with the mathematical formulae, known as sutras that form the basis of the Vedic mathematical system.
The simplicity of Vedic mathematics has made it a much more efficient form of learning mathematics as compared to other conventional strategies. In Vedic mathematics, it is easier to memorize the principles associated with the system and one does not have to commit to memory and comprehend extensive multiplication and algorithm tables typically associated with conventional mathematics. According to various students of Vedic mathematics, they have stated that the process makes it much easier to visualize calculations in the head as opposed to conventional mathematics (Joseph, 2011). This fast visualization effect, in turn, means that mathematical problems can be solved faster saving on resources such as time.
The efficiency of the Vedic mathematics system has led to the application of the process on a much larger scale. In digital signal processing, the Vedic mathematics techniques are currently being utilized, as the process is largely a multiplication routine, and have been praised to have brought speed and power to various technologies which include automotive, industrial control, aerospace, biometrics to mentions but a few. The multiplication process utilized in digital signals processing is based on Vedic algorithms and its subsequent application in microprocessors has resulted in significant reduction in the processing time, which in turn results in an increase in the overall speed of the computer (Chidgupkar & Karad, 2004).
The Vedic mathematics process also faces resistances f...