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. Language: English