Calculus with analytic geometry/
Larson, Roland E.
Calculus with analytic geometry/ by Roland E. Larson, Robert P. Hostetler & Bruce H. Edwards - Canada: D.C. Heath and Company, c1994 - xxxvii,1127p.: ill.; 27.4 cm.
includes appendix and index
Chapter I. Limits and their properties. --II. Differentiation. --III. Application of differentiation. --IV. Integration. --V. Logarithmic, exponential and other transcendental functions. --VI. Application of integration. --VII. Integration techniques, L'Hopital's rule, and improper integrals. --VIII. Infinite series. --IX. Conic sections. --X. Plane curves, parametric equations, and polar coordinates. --XI. Vectors and the geometry of space. --XII. Vector-valued functions. --XIII. Functions of several variables. --XIV. Multiple integration. --XV. Vector analysis. --XVI. Differential equations.
0-669-32709-3
BCir. 516 / L329c
Calculus with analytic geometry/ by Roland E. Larson, Robert P. Hostetler & Bruce H. Edwards - Canada: D.C. Heath and Company, c1994 - xxxvii,1127p.: ill.; 27.4 cm.
includes appendix and index
Chapter I. Limits and their properties. --II. Differentiation. --III. Application of differentiation. --IV. Integration. --V. Logarithmic, exponential and other transcendental functions. --VI. Application of integration. --VII. Integration techniques, L'Hopital's rule, and improper integrals. --VIII. Infinite series. --IX. Conic sections. --X. Plane curves, parametric equations, and polar coordinates. --XI. Vectors and the geometry of space. --XII. Vector-valued functions. --XIII. Functions of several variables. --XIV. Multiple integration. --XV. Vector analysis. --XVI. Differential equations.
0-669-32709-3
BCir. 516 / L329c