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" To find the greatest common divisor of three or more quantities, first find the greatest common divisor of two of them ; then, of that divisor and one of the other quantities, and so on. The last divisor thus found, will be the greatest common divisor... "
Ray's Algebra, Part First: On the Analytic and Inductive Methods of ... - Σελίδα 78
των Joseph Ray - 1848 - 240 σελίδες
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An Elementary Treatise on Algebra: For the Use of Students in High Schools ...

Thomas Sherwin - 1841 - 314 σελίδες
...first find the greatest common divisor of two of them ; then find the greatest common divisor of this divisor and one of the other quantities, and so on ; the last divisor thus found wilt be the greatest common divisor sought. The greatest common divisor of monomials, as well as that...

Ray's Algebra, Part First: On the Analytic and Inductive Methods of ..., Μέρος 1

Joseph Ray - 1848 - 250 σελίδες
...divilor. See Art. 105. 5. If, in any case, the remainder docs not contain the loading letter, that is, if it is independent of that letter, there is...other quantities, and so on. The last divisor thus fouud, will be the greatest common divisor sought. 7. Since the greatest common divisor of two or more...

School Arithmetic: Analytical and Practical

Charles Davies - 1852 - 344 σελίδες
...and 2772. NOTE. — If it be required to find the greatest common divisor of more than two numbers, first find the greatest common divisor of two of them, then of that common divisor and one of the remaining numbers, and so on for all the numbers ; the last common divisor...

The Normal Written Arithmetic: By Analysis and Synthesis, Designed for ...

Edward Brooks - 1863 - 350 σελίδες
...8 must be once the GCP NOTE 1. — To find the greatest common divisor of more than two numbers, we first find the greatest common divisor of two of them, then of that divisor and one of the other numbers, etc., the last greatest common divisor will be the divisor required. NOTE 2. — In the margin...

Practical Arithmetic: Embracing the Science and Applications of Numbers

Charles Davies - 1863 - 346 σελίδες
...and 2772. NOTE. — If it be required to find the greatest common divisor of more than two numbers, first find the greatest common divisor of two of them, then of that common divisor and one of the remaining numbers, and so on for all the numbers : the last common divisor...

Elements of Algebra: For Colleges, Schools, and Private Students, Βιβλίο 2

Joseph Ray - 1866 - 420 σελίδες
...letter, there is no common divisor. 6. To find the GCD of three or more quantities, first find the GCD of two of them; then of that divisor and one of the...and so on. The last divisor thus found will be the GCD sought. Find the GCD in the following quantities : ' 1. 5a;2— 2x— 3 and 5x2— llx+Otfyf, ....

Primary Elements of Algebra: For Common Schools and Academies

Joseph Ray - 1866 - 250 σελίδες
...divisor. See Art. 105. 5. If, in any case, the remainder does not contain the leading letter, that is, if it is independent of that letter, there is no common divisor. 6. To find the GCD of three or more quantities, first find the GCD of two of them; then, of that divisor and one of...

Elements of Algebra: For Colleges, Schools and Private Students

Joseph Ray - 1866 - 420 σελίδες
...divisor. 6. To find the GCD of three or more quantities, first find the GCD of two of them; then of thnt divisor and one of the other quantities, and so on. The last divisor thus found will be the GCD sought. 7. Since the GCD of any two quantities contains all the factors common to both, it may...

New Rudiments of Arithmetic: Combining Mental and Slate Exercises for ...

James Bates Thomson - 1872 - 234 σελίδες
...greatest common divisor. NoTES.—1. If there are more than two numbers, and the first method is used, first find the greatest common divisor of two of them, then of this divisor and a third number, and so on, until all the numbers have been used. 2. When there are...

The High School Arithmetic: Containig All the Matter Usually Presented in a ...

Philotus Dean - 1874 - 472 σελίδες
...divisor will be the greatest common divisor of these two numbers. When there are more than two numbers, first find the greatest common divisor of two of them, then of that common divisor and one of the other numbers, and so on till every number has been used. The last common...




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