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Resultater 1-5 af 89
Side 9
... function of x , Fermat substituted x + e instead of x , and equated the two consecutive values of the function ; then ... functions , rather than in the gent . His method was as follows : -Let x , y be the use which may be made of these ...
... function of x , Fermat substituted x + e instead of x , and equated the two consecutive values of the function ; then ... functions , rather than in the gent . His method was as follows : -Let x , y be the use which may be made of these ...
Side 10
... functions . Further on he gave one or two examples of the inverse method of tan- gents , such as to find the curve whose subtangent is b + c + dy - x . This , which is a problem involving the integration of a differential equation of ...
... functions . Further on he gave one or two examples of the inverse method of tan- gents , such as to find the curve whose subtangent is b + c + dy - x . This , which is a problem involving the integration of a differential equation of ...
Side 13
... functions , and thus to establish it on algebraical principles merely . He subse- quently developed his method in his Théorie des Fone- tions Analytiques ( 1797 ) , and in his Leçons sur le Cal- cul des Fonctions ( 1806 ) . Lagrange ...
... functions , and thus to establish it on algebraical principles merely . He subse- quently developed his method in his Théorie des Fone- tions Analytiques ( 1797 ) , and in his Leçons sur le Cal- cul des Fonctions ( 1806 ) . Lagrange ...
Side 14
... functions we shall give a short list of the chief works on that great branch of the calculus . PART I. DIFFERENTIAL CALCULUS . and surfaces some of the quantities under consideration are 1. In the application of algebra to the theory of ...
... functions we shall give a short list of the chief works on that great branch of the calculus . PART I. DIFFERENTIAL CALCULUS . and surfaces some of the quantities under consideration are 1. In the application of algebra to the theory of ...
Side 15
... functions of x . 7. Again , if we suppose z to become x + h ( where h rep - magnitude however small , and which can be diminished resents ax , the increment of x ) in the equation u = f ( x ) , then the increment of u is represented by ...
... functions of x . 7. Again , if we suppose z to become x + h ( where h rep - magnitude however small , and which can be diminished resents ax , the increment of x ) in the equation u = f ( x ) , then the increment of u is represented by ...
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