Incluye bibliografía.

Section I: Algebra: I. Revision of elemtary algebra -- II. The summation and convergence of some simple series -- III. Permutations, combinations and the binomial theorem -- Section II: Trigonometry and geometry: IV. Basic trigonometry -- V. Co-ordinate geometry -- VI. Conic sections and polar co-ordinates -- Section III: Calculus: functions of one variable: VII. Continuity and limits -- VIII. Rates of change of ecoomic variables -- IX. Differentiation -- X. Differentation -- XI. Maxima, minima and points of inflexion -- XII. Integration -- XIII. Logarithms -- XIV. Exponentials -- XV. Some techniques of differentiation -- XVI. Some techniques of integration -- XVII. Maclaurinþs and Taylorþs theorems -- Section IV: Calculus: Functions of many variables: XVIII. Partial differentiation -- XIX. Partial differentiation -- XX. Maxima and minima of functions of two or more variables -- XXI. Restricted maxima and minima and lagrange multipliers -- XXII. Homogeneous functions and Eulerþs theorem -- XXIII. Multiple, linear and surface integration -- XXIV. Differentials -- Section V: Mathematics of fluctuations and growth: XXV. Complex numbres -- XXVI. Differential equations -- XXVII. Difference -- Section VI: Chiefly linear algebra: XXVIII. Sets, numbers and binary operations -- XXIX. Vectors, matrices and determinants -- XXX. Linear dependence -- XXXI. Equivalence, partitioning and rank -- XXXII. The solubility of linear equations -- XXXIII. More linear programming and algebra -- Appendices -- Bibliography -- Answers -- Tables -- Index