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|a 120
|b 517-G725
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| 100 |
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|a Granville,Smith
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| 245 |
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|a Elements of the Differential and integral Calculus /
|c Smith Granville.
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| 260 |
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|a Boston :
|b Ginn and Company,
|c 1941
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| 300 |
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|a 556 P. ;
|b il
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| 592 |
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|a Chapter I:Collection of formulachapter II:Variables,Functions,and LimitsChapter III:DifferentiationChapte IV:Rubles for Differentiating algebraic formsChapter V:Various Applications of the DerivativeChapterVI:Successive Differentiation and ApplicationsChapter VII:Differentiation of transcendental functions ApplicationsChapter VIII:Applications to parametric equations,polar equations and RootsChapter IX:DifferentialsChapter X:Curvature Radius and circle of curvatureChapter XI:Theorem of mean value and its Applications INTEGRAL CALCULUSChapter XII:Integration;Rules for integrating standard elementary formsChapter XIII:Constant of integrationChapter XIV:The definite integralChapter XV:Integration a process of summationChapter XVI:Formal integration by varius devicesCHapter XVII:Reduction formulas.Use of table of integralsChapter XVIII:Centroids pressure,and other Applications DIFFERENTIAL AND INTEGRAL CALCULUS Chapter XIX:SeriesChapter XX:Expansion of functionsChapter XXI:Ordinary DifferentialequationsChapter XXII:Hyperbolic functionsChapter XXIII:Partial DifferentiationChapter XXVI: Applications of partial derivativesChapter XXV:Multiple integralsChapter XXVI:Curves for ReferenceChapter XXVII:Table of integrals
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| 991 |
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|a No asignado
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| 992 |
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|a 09/07/2009
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| 942 |
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|c BK
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| 999 |
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|c 92658
|d 92658
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|0 0
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