Practical calculus for home study

Por: Colaborador(es): New York Mcgraw-Hill 1952Edición: 2a. edDescripción: 470 páginasTipo de contenido:
  • texto
Tipo de medio:
  • no mediado
Tipo de soporte:
  • volumen
Tema(s): Clasificación CDD:
  • 515 / P155
Contenidos:
Fundamental ideas, cap.1 limits, cap.2 derivatives, cap.3 diferentiation of algebraic functions, cap.4 curves and their equations, cap.5 problems in maxima and minima, cap.6 changes in quantities differentiales, cap.7 rate of change, speed, velocity, acceleration, cap.8 integration, cap.9 trigonometric functions, cap.10 logarithmic and exponential functions, cap.11 three important types of functions, cap.12 curvature, tangents, normals, cap.13 methods of integration, cap.14 plane areas, definitive integrals, integral limit of sum, cap.15 arc lengths, areas of surfaces, cap.16 volumes, cap.17 functions of several variables, partial differentiation, cap.18 double and triple integration, surfaces, volumes, cap.19 center of gravity, moment of inertia, cap.20 further applications of integration, cap.21 series, taylors̀ theorem, cap.22 analytic geometry, cap.23 supplementary topics, cap.24
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Libro general Libro general Biblioteca Uniagraria General 515 / P155 (Navegar estantería(Abre debajo)) Ej. 1 Baja 30 0100013161

Fundamental ideas, cap.1 limits, cap.2 derivatives, cap.3 diferentiation of algebraic functions, cap.4 curves and their equations, cap.5 problems in maxima and minima, cap.6 changes in quantities differentiales, cap.7 rate of change, speed, velocity, acceleration, cap.8 integration, cap.9 trigonometric functions, cap.10 logarithmic and exponential functions, cap.11 three important types of functions, cap.12 curvature, tangents, normals, cap.13 methods of integration, cap.14 plane areas, definitive integrals, integral limit of sum, cap.15 arc lengths, areas of surfaces, cap.16 volumes, cap.17 functions of several variables, partial differentiation, cap.18 double and triple integration, surfaces, volumes, cap.19 center of gravity, moment of inertia, cap.20 further applications of integration, cap.21 series, taylors̀ theorem, cap.22 analytic geometry, cap.23 supplementary topics, cap.24

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