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Cambridge, England: Cambridge University Press, pp.
"Quadratic and Cubic Equations." §5.6 in Numerical Recipes in FORTRAN: The Art of Scientific Computing, 2nd ed.
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Information : is the worlds highest profiting search engine and is the biggest source of user support with its many projects and developments. The higher the rank, the better and more beneficial this site is considered for Google. The Greeks were able to solve the quadratic equation by geometric methods, and Euclid's (ca. Viète was among the first to replace geometric methods of solution with analytic ones, although he apparently did not grasp the idea of a general quadratic equation (Smith 1953, pp. An alternate form of the quadratic equation is given by dividing (◇) through by : Given a quadratic integer polynomial , consider the number of such polynomials that are factorable over the integers for and taken from some set of integers .