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The development of algebraic notation

Arithmetic repetition of the same type of subject. Formed a general solution of similar problems, namely, algebra formulas, rules and theorems. This written form of change. The rapid development of mathematics to create the necessary conditions. But come this algebra has gone through a long step \The original equations are described by the words to. This form is called the text the word algebra. For example: Liu Hui commented, \Geometry of the value of the gold sheep? \Fifth, the value of gold forty-two. the same number of cattle, gold twenty-two. sheep are poor twenty-first dictates to little more than line by line, the number of cattle to do, but the number of sheep and see the value of gold (that appears ), Ke Deer also known. \Each question was J5x +2 y = lO, at nfl +43, '= 20, l2x +5 y = 8,' IlOx +25 y = 40,,, n get 21y = 20 -. . . v:. 2l Diophantus Creative symbol is a big step forward,[link widoczny dla zalogowanych], fly in the ointment ◎. Is only one unknown symbol, encountered more unknown, it had to use \to express, in most cases, those unknowns to obtain specific numerical order,[link widoczny dla zalogowanych], so the problem was down to the common specialized sample A: Second, do not create symbols to represent numbers. Therefore, all the solution are designed for specific mathematics, under the general number to be suitable. This, of course not a general solution. On the algebraic symbol system in a major leather. Is a French amateur mathematician Whyte, relaxation is the first conscious, systematic use of letters in algebra people. The mathematicians of the Italian study are keen to dry a variety of special types of digital coefficient equation method to three and four. He ff] to create a variety of ingenious solution. But each requires a specific solution of equation, which appears ten Xi complicated. Whyte brings me. Solutions must be found a variety of equations for a common approach, he did not meet in the Diophantine problems for each solution with a special thought, and so he Diophantine be inspired by previous work, recognizing that the first coefficients of equation numbers should factor into the letter so that the equation under study with a more general form of the Vedic to the algebraic symbols such as \And use it as the dividing line between algebra and arithmetic. 1591. Whyte will focus on the achievements of his \16l5 years, Whyte's important book, \Of course. Whyte was only recognized as being the root. Do not accept 1; l roots and pot roots. Which in fact he is today, given the special circumstances of the so-called Vedic Theorem. Vedic symbol symbol system with the existing system falls far short, but his understanding of the significance of the symbols is a major breakthrough in mathematical thinking. Now with n. 6. That known quantity,, Y,[link widoczny dla zalogowanych], that the habit of usage is unknown Descartes (1596 ~ 1650) Following the Yueti Vedic out. L7 century, Descartes was one of the greatest scientists. He founded the school analytic geometry, introduction to dialectic mathematics, to promote the mathematical constant from the study during the development of elementary mathematics variable period of higher mathematics. Youth, is a human life condenser point. Palette of youth, should be painted with sweat and ~ o,[link widoczny dla zalogowanych], rAIl1 melody of youth, not just euphemism sounds, and should be vigorous and effective. j31
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