A Treatise on Algebra ...Scripta mathematica, Yeshiva college, 1940 - 455 páginas In this work, arithmetical algebra has been separated from symbolical algebra. The first volume is devoted entirely to the exposition of the principles of arithmetical algebra, and the application of these principles to the theory of numbers and of arithmetical processes. The second volume embraces the principles of symbolical algebra, which adopts the rules of arithmetical algebra, but removes their restrictions. The results of symbolical algebra are generalizations of form, primarily forms of demonstration. |
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a₁ arithmetical algebra arithmetical series binomial chance coefficient complete quotient consequently considered continued fraction continued product converging fractions corresponding cube denoted determined divided dividend division divisor equal equation equivalent expressed factors final digit finite number following are examples geometric series geometrical given greater identical inasmuch indeterminate equations involve last Article last digit least common multiple less magnitudes means metical modulus multiplicand multiplied number of combinations number of days number of permutations number of terms operation preceding primary unit prime problem proportion proposition quadratic quadratic equations quadratic surds quantities ratio recurring decimal reduced remainder represent resolvend respectively result rule shewn similar manner simple square root subordinate units subtract subtrahend surds Symbolical Algebra tion Transposing unknown numbers unknown symbols whole number zero