An Elementary Treatise on Algebra: To which are Added Exponential Equations and Logarithms |
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Page 14
... divisor . Hence , from art . 28 , Suppress the greatest common factor of the nu- merical coefficients . Suppress each letter of the divisor or dividend in the term in which it has the least exponent , and re- tain it in the other term ...
... divisor . Hence , from art . 28 , Suppress the greatest common factor of the nu- merical coefficients . Suppress each letter of the divisor or dividend in the term in which it has the least exponent , and re- tain it in the other term ...
Page 26
... divisor the de- nominator of the fraction ; and the numerator and ... common to the two terms of a quotient , which , as is evident from art . 35 ... Greatest Common Divisor . by dividing them by a common 26 [ CH . II . § 1 . ALGEBRA ...
... divisor the de- nominator of the fraction ; and the numerator and ... common to the two terms of a quotient , which , as is evident from art . 35 ... Greatest Common Divisor . by dividing them by a common 26 [ CH . II . § 1 . ALGEBRA ...
Page 27
To which are Added Exponential Equations and Logarithms Benjamin Peirce. Greatest Common Divisor . by dividing them by a common factor or divisor . But when they have no common divisor , the fraction is said to be in its lowest terms . A ...
To which are Added Exponential Equations and Logarithms Benjamin Peirce. Greatest Common Divisor . by dividing them by a common factor or divisor . But when they have no common divisor , the fraction is said to be in its lowest terms . A ...
Page 28
To which are Added Exponential Equations and Logarithms Benjamin Peirce. Greatest Common Divisor . common divisor of ... common divisor , when 28 [ CH . II . § I. ALGEBRA .
To which are Added Exponential Equations and Logarithms Benjamin Peirce. Greatest Common Divisor . common divisor of ... common divisor , when 28 [ CH . II . § I. ALGEBRA .
Page 29
To which are Added Exponential Equations and Logarithms Benjamin Peirce. Greatest Common Divisor . The greatest common divisor , when obtained , is at once recognised from the fact , that the preceding di- visor is exactly divisible by ...
To which are Added Exponential Equations and Logarithms Benjamin Peirce. Greatest Common Divisor . The greatest common divisor , when obtained , is at once recognised from the fact , that the preceding di- visor is exactly divisible by ...
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Common terms and phrases
126 become zero 3d root arithmetical progression coefficient commensurable roots common difference contained continued fraction continued product Corollary deficient terms denote derivative Divide dividend division equal roots equal to zero equation x² factor Find the 3d Find the 4th Find the continued Find the greatest Find the number Find the square Find the sum Free the equation Geometrical Progression given equation given number gives greatest common divisor Hence imaginary roots last term least common multiple letter logarithm monomials multiplied number of real number of terms polynomial positive roots preceding article Problem quantities in example quotient radical quantities ratio real roots reduced remainder required equation required number row of signs Scholium Second Degree Solution Solve the equation square root Sturm's Theorem subtracted Theorem unity unknown quan unknown quantity variable whence