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" Given an unknown number, which when divided by 3, leaves a remainder of 2 ; when divided by 5, it leaves 3 ; and when divided by 7, it leaves 2 ; what is the number? Ans. 23. This is followed by a special rule for working out the problem in terms sufficiently... "
A History of Japanese Mathematics - Pàgina 10
per David Eugene Smith, Yoshio Mikami - 1914 - 288 pàgines
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Copernicus: An International Journal of Astronomy, Volum 2

Ralph Copeland, John Louis Emil Dreyer - 1882 - 276 pàgines
...general statement in four lines of rhyme, the following question is proposed : — Given an unknown number, which when divided by 3, leaves a remainder of 2 ; when divided by 5, it leaves 3 ; and when divided by 7, it leaves 2 ; what is the number? Ans. 23. This is followed by...
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A History of Japanese Mathematics

David Eugene Smith, Yoshio Mikami - 1914 - 314 pàgines
...scientific proof of the proposition. The work relates to geometric measures and to astronomy.* 2. Sun-tsu Suan-ching, This treatise consists of three books,...Liu- Chang. This is unknown. There was a writer named i Pi means leg, thigh, thigh-bone. * Chi Tan, known as Chow Kung (that is, the Duke of Chow), was brother...
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Popular Science Monthly, Volum 80

1912 - 712 pàgines
...analysis, although Diophantus probably lived after Sun-tsii. One of his problems is as follows : " Find a number which when divided by 3 leaves a remainder of 2 ; when divided by 5 leaves a remainder of 3 ; and when divided by 7 leaves a remainder of 2." At a considerably later date such...
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The Chinese and Japanese Repository, Volum 1

1864 - 544 pàgines
...general statement in four lines of rhyme, the following question is proposed : — Given, an unknown number, which, when divided by 3, leaves a remainder of 2 ; when divided by 5, it leaves 3; and when divided by 7, it leaves 2; what is the number? Ans. 23. This is followed by a...
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Historical Perspectives on East Asian Science, Technology, and Medicine

Gregory K. Clancey, Hui-Chieh Loy - 2001 - 612 pàgines
...Arithmetic in which he introduced Sun Zi's problem and the rule for working it out: "Given an unknown number. which when divided by 3. leaves a remainder of 2; when divided by 5. it leaves 3; and when divided by 7. ii leaves 2; what is the number? Ans. 23. Dividing by 3 with a...
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此零非彼O

洪萬生 - 2006 - 378 pàgines
...AÎÈfô < ФйА Chinese Arithmetic", 1853 ) — > ( "Jottings on the Science of Given an unknown number, which when divided by 3, leaves a remainder of 2; when divided by 5, it leaves 3; and when divided by 7, it leaves 2; what is the number? Ans. 23. [ Algorithm ] Dividing...
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