1. History of the Quadratic Equation
The form that their solutions took was, respectively: x = [(b/2)2 + c] - (b/2) and x = [(b/2)2 + c] + (b/2). ... From the al-jabr in the title we get algebra. ... Squares equal to roots (x = square root of 2) 2. Squares equal to numbers (x = 2) 3. ... The work studies arithmetic, algebra, geometry and trigonometry and, despite the lack of originality, was to provide a basis for the major progress in mathematics that took place in Europe shortly after this time. ...
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