 To the product of the numerical coefficients, annex each literal factor with an exponent equal to the sum of the exponents of that letter in both factors.  The Elements of Algebra - Page 121by George W. Lilley - 1892 - 402 pagesFull view - About this book
 | Edward Olney - Algebra - 1874 - 228 pages
...the decimal notation, and to this product affix the letters of both the factors, affecting each with an exponent equal to the sum of the exponents of that letter in the factors. The sign of the product will be + when the signs of the factors are alike, and — when they are unlike.... | |
 | Edward Olney - Algebra - 1877 - 466 pages
...DECIMAL NOTATION, AND TO THIS PRODUCT AFFIX THE LETTERS OF THE FACTORS, AFFECTING EACH LETTER WITH AN EXPONENT EQUAL TO THE SUM OF THE EXPONENTS OF THAT LETTER IN BOTH THE FACTORS. IF THE SIGNS OF BOTH THE FACTORS ARE ALIKE, THE PRODUCT MUST HAVE THE + SIGN; BUT... | |
 | Edward Olney - Algebra - 1878 - 516 pages
...DECIMAL NOTATION, AND TO THIS PRODUCT AFFIX THE LETTERS OF THE FACTORS, AFFECTING EACH LETTER WITH AN EXPONENT EQUAL TO THE SUM OF THE EXPONENTS OF THAT LETTER IN BOTH THE FACTORS. IF THE SIGNS OF BOTH THE FACTORS ARE ALIKE, THE PRODUCT 3IUST HAVE THE + SIGN; BUT... | |
 | Edward Olney - Algebra - 1881 - 254 pages
...the decimal notation, and to this product affix tJw letters of both the factors, affecting each with an exponent equal to the sum of the exponents of that letter in the factors. The sign of the product will be + when the signs of the factors are alike, and — when they are unlike.... | |
 | Edward Olney - Algebra - 1881 - 504 pages
...Multiply the numerical coefficients. To this product affix the literal factors, affecting each letter with an exponent equal to the sum of the exponents of that letter in both terms. //. // the signs of the terms are alike, tlie sign of the product is + ; if unlike, —... | |
 | George P. Lilley - Algebra - 1894 - 522 pages
...and a. The factors of x% are x and a¿. Therefore, 12 a»bza = 2 X 2 X 3 X a X a X a X Л X * X z'. Hence, as a direct result of the principle that monomials...integral exponents : Separate into two equal factors : 2. 16а*У; 9zV; 81 a« ft» «» Hemove the factor 2 ai ii from : 3. 8aU; баба;; IGa^c2; Separate... | |
 | William J. Milne - Algebra - 1899 - 172 pages
...multiplier, as follows : To the product of the numerical coefficients, annex each literal factor u-ith an exponent equal to the sum of the exponents of that letter in both factors. Write the sign + before each term of the product when its factors have like signs, and... | |
 | George Edward Atwood - 1900 - 276 pages
...RULE. — To the product of the numerical coefficients annex the literal quantities, giving each letter an exponent equal to the sum of the exponents of that letter in the several monomials. Give the result the proper sign. EXAMPLES. — 4 a?y 3 a63 — 3 a26"c 3a -2b afy2... | |
 | Analytical chemistry - 1900 - 532 pages
...58. Rule. — To the product of the coefficients annex the letters of both factors; give each letter an exponent equal to the sum of the exponents of that letter. Make the sign of the product plus, when the signs of the factors are alike; and minus, when they are... | |
 | George Edward Atwood - Arithmetic - 1902 - 168 pages
...RULE. — To the product of the numerical coefficients annex the literal quantities, giving each letter an exponent equal to the sum of the exponents of that letter in both factors. If the signs are unlike, give the product the minus sign. 1. ab 2. — 4 ax2 3. 6 xy2... | |
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