A Treatise on Infinitesimal Calculus ... |
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Page ii
Bartholomew Price. London MACMILLAN AND CO . OXF ORD DON DOM MINA INUS TIO ILLV MEA PUBLISHERS TO THE UNIVERSITY OF Oxford ON INFINITESIMAL CALCULUS ; CONTAINING DIFFERENTIAL AND INTEGRAL CALCULUS ,
Bartholomew Price. London MACMILLAN AND CO . OXF ORD DON DOM MINA INUS TIO ILLV MEA PUBLISHERS TO THE UNIVERSITY OF Oxford ON INFINITESIMAL CALCULUS ; CONTAINING DIFFERENTIAL AND INTEGRAL CALCULUS ,
Page iii
Bartholomew Price. ON INFINITESIMAL CALCULUS ; CONTAINING DIFFERENTIAL AND INTEGRAL CALCULUS , CALCULUS OF VARIATIONS , APPLICATIONS TO ALGEBRA AND GEOMETRY , AND ANALYTICAL MECHANICS . BY BARTHOLOMEW PRICE , M.A. , F.R.S. , F.R.A.S. ...
Bartholomew Price. ON INFINITESIMAL CALCULUS ; CONTAINING DIFFERENTIAL AND INTEGRAL CALCULUS , CALCULUS OF VARIATIONS , APPLICATIONS TO ALGEBRA AND GEOMETRY , AND ANALYTICAL MECHANICS . BY BARTHOLOMEW PRICE , M.A. , F.R.S. , F.R.A.S. ...
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Bartholomew Price. A TREATISE ON INTEGRAL CALCULUS AND CALCULUS OF VARIATIONS . BY BARTHOLOMEW PRICE , M.A. , F.R.S. , F.R.A.S. , SEDLEIAN PROFESSOR OF NATURAL PHILOSOPHY , OXFORD . SECOND EDITION . " Les progrès de la science ne sont ...
Bartholomew Price. A TREATISE ON INTEGRAL CALCULUS AND CALCULUS OF VARIATIONS . BY BARTHOLOMEW PRICE , M.A. , F.R.S. , F.R.A.S. , SEDLEIAN PROFESSOR OF NATURAL PHILOSOPHY , OXFORD . SECOND EDITION . " Les progrès de la science ne sont ...
Page vii
... Calculus ; and much matter of the science which was at that time beyond the range and scope of a didactic trea- tise has been brought within its limits . I thought fit in that edition to omit the whole theory of De- finite Integrals ...
... Calculus ; and much matter of the science which was at that time beyond the range and scope of a didactic trea- tise has been brought within its limits . I thought fit in that edition to omit the whole theory of De- finite Integrals ...
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Other editions - View all
A Treatise On Infinitesimal Calculus: Containing Differential and Integral ... Bartholomew Price No preview available - 2018 |
Common terms and phrases
a₁ angle application axis Beta-function bx dx consequently convergent convergent series coordinates cosec cx² cycloid definite integral denoted determined double integral dx a² dx dx dx dy dx² dy dz dy² dz dy dx e-ax element-function ellipse equal evaluation examples expressed fraction function Gamma-function geodesic geometrical given Hence infinite infinitesimal infinitesimal element Integral Calculus intrinsic equation length let us suppose limits of integration logr multiple integral plane curve preceding problem proper fraction quantity radius range of integration replaced result right-hand member subject-variable substituting surface symbols theorem tion values variables variation x-integration x₁ x2 dx x²)¹ x²)³