Some of his equations resulted in more than one answer possibility. It was none other than Diophantus who started the use of a symbol to specify the unidentified quantities in his equations. He also used fractions as numbers. His equations are the epitome of the number theory. There are discrepancies in his work such as the lack of the required notation in expression of more general methods. This isolated technique of Diophantus restricted his work to only specific problems.
He also did not have a symbol for the general number n. It is said that Diophantus wrote on polygonal numbers. View all reading worksheets. View all writing worksheets. Dramatic Irony Cacophony Anaphora Setting.
View all literature worksheets. View all literary device worksheets. View all Women's History worksheets. View all American Revolution worksheets. View all US History worksheets. View all Ancient History worksheets. View all World History worksheets. View all Famous War worksheets. View all famous figure worksheets. View all President worksheets.
View all author worksheets. View all musician worksheets. View all inventor worksheets. View all athlete worksheets. View all civil rights worksheets. View all natural wonders worksheets. View all landmark worksheets. View all US state worksheets. Hence it is found challenging to solve a hundredth and one problem even after going over innumerable of his equations and answers.
During the Dark Ages with a sharp decline in literacy in Eastern Europe, work of Diophantus faded to oblivion. Greek Arithmetica survived but only a portion of it which Byzantine scholars copied in modern text. Bombelli was the first one to translate Airthmetica from Greek to Latin in the late 16 th century. The translation remained unpublished at that time, nevertheless, Bombelli his own work Algebra which borrowed components from Airthmetica.
While others had tried to publish parts of the books, for instance, Xylander published in the editio princeps of Arithmetica.
Thus far the best known translation, published in Latin in the 17 th century, is credited to Bachet. This knowledge came to attention when translators found the mention of his other work in his surviving book, for example, The Porisms.
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