I Prologue.- II Integration.- III More About Integrals.- IV Differentiation.- V The Interrelation of Intergration and Differentiation.- VI Techniques of Differentiation and Integration.- VII Limits and Related Topics.- VIII Converting Data to Functions.- IX Infinite Series.- X Numerical Methods.- XI Differential Equations.- XII Epilogue.- Appendix A Trigonometry.- Appendix B Analytic Geometry.- B.1 Introduction.- B.2 Lines.- B.3 Circles.- B.4 The Conic Sections.- B.5 More Complicated Curves.- B.6 Polar Coordinates.- B.7 Some Common Curves in Polar Coordinates.- B.8 Rotation of Axes.- Appendix C Tables.- Table 1a Trigonometric Functions (Radian measure).- Table 1b Trigonometric Functions (Degrees).- Table 2 Exponentials and Logarithms.- Table 3 Gamma Functions.- Appendix D FORTRAN Language.- D.1 Introduction.- D.2 Arithmetic Statements.- D.3 Control Statements.- D.4 Input/Output Statements.- D.5 Subscripts.- D.6 Do Loops.- D.7 Function Statements.- D.8 Summary.- Appendix E BASIC Language.- E.1 Introduction.- E.2 Arithmetic Statements.- E.3 Control Statements.- E.4 Input/Output Statements.- E.5 Subscripts.- E.6 For-Next Loops.- E.7 Function Statements.- E.8 Summary.- Answers to Selected Exercises.
Les informations fournies dans la section « Synopsis » peuvent faire référence à une autre édition de ce titre.