Solution of questions 912 and 913 connected with a note of Gerono. (Q1564755)
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scientific article; zbMATH DE number 2721442
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Solution of questions 912 and 913 connected with a note of Gerono. |
scientific article; zbMATH DE number 2721442 |
Statements
Solution of questions 912 and 913 connected with a note of Gerono. (English)
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1869
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2 Beweise des Satzes: ``Entsprechen sich die Glieder zweier Reihen von \(n\) ganzen Zahlen \(a\) und \(b\) der Art, dass \[ a_1 b_1=a_2 b_2=\cdots\cdot = a_n b_n= P, \] so ist, wenn \(D_a\), \(D_b\) resp. den grössten Theiler, \(M_a\), \(M_b\) resp. das kleinste gemeinschaftliche Multiplum der \(n\) Zahlen der betreffenden Reihen bezeichnen, \[ M_a.D_b = M_b.D_a= P. \]
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Greatest common divisor
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Least common multiple
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