000			01373nam a2200181 4500
008			160616s1928 000 0
041			_aeng
080			_a51+54 _bDAN
100			_aDaniels, Farrington
245			_aMathematical Preparation for Physical Chemistry
260			_aNew York _bMcGraw-Hill Book Company _c1928
300			_ax,308 p
440			_aInternational chemical series
505			_aPreface I. Large and small numbers II. Logarithms III. The slide rule IV. Graphical representation of equations V. Graphs of equations of the second degree VI. Graphs of logarithmic and trigonometrical functions VII. Differential calculus VIII. Differentiation IX. Graphs and calculus X. The differential XI. Integral calculus XII. The significance of "e" XIII. Differentiation and integration of trigonometrical functions XIV. Integration XV. The use of integration tables XV. The use of integration tables XVI. Geometrical application of integral calculus XVII. Partial differentiation XVIII. Differential equations XIX. Infinite series XX. Probability XXI. Graphical methods in physical chemistry App. I. Physical chemical problems App. II. Definitions of advanced terms App. III. Bibliography App. IV. Theorems of elementary mathematics App. V. Tables
650			_aChemistry Problems, exercises
690			_aMathematics
942			_cBK
999			_c2411 _d2411