单词 | aryabhata | ||||||||||||||||||||||||||||
释义 |
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如果获得这个准确的价值令人惊讶,它也许更令人吃惊的Aryabhata不使用他的准确值为π ,但更愿意使用√ [...] 10 = 3.1622实践中。 learn-math.info | If obtaining a value this accurate [...] is surprising, it is perhaps even more [...] surprising that Aryabhatadoes not use his [...]accurate value for π but prefers to use √10 = 3.1622 in practice. learn-math.info |
我们知道,一年的Aryabhata出生以来,他告诉我们,他二十三年的年龄时,他写道,他Aryabhatiya完成499 。 learn-math.info | We knowthe year of Aryabhata's birth since hetells [...] us that he was twenty-three years of age when he wrote Aryabhatiya which he finished in 499. learn-math.info |
如果没有一些支持证据表明,这些技术术语被用来与这些不同的含义在其他地方仍然会出现Aryabhata的确给不正确的公式,这些卷。 learn-math.info | Without some supporting evidence that these technical terms have been used with these [...] different meanings in other places it would [...] still appear that Aryabhata did indeed give the [...]incorrect formulae for these volumes. learn-math.info |
铝比鲁尼没有帮助了解Aryabhata的生活,他似乎认为,有两种不同的数学家称为Aryabhata生活在同一时间。 learn-math.info | Al-Biruni has not [...] helped in understandingAryabhata's life, for heseemed to believe that there were two different mathematicianscalled Aryabhata living at the same time. learn-math.info |
我们知道Aryabhata写道Aryabhatiya在Kusumapura时Pataliputra是资本的古普塔帝国的一个主要学习中心,但也出现了许多其他地方提出的历史学家作为他的出生地。 learn-math.info | Wedo knowthat Aryabhata wroteAryabhatiya in [...] Kusumapura at the time when Pataliputra was the capital of the Gupta empire [...]and a major centre of learning, but there have been numerous other places proposed by historians as his birthplace. learn-math.info |
Ifrah中认为,Aryabhata也熟悉的数字符号和地点,价值体系。 learn-math.info | Ifrah inargues that Aryabhata was also familiar with [...] numeral symbols and the place-value system. learn-math.info |
例如Ganitanand中描述为“数学的失误”的事实,Aryabhata使不正确的公式比为啊 / 2的体积与一个金字塔的高度h和三角基地A区。 learn-math.info | For example Ganitanand in describes as "mathematical [...] lapses" the fact that Aryabhata gives theincorrect [...]formula V = Ah/2 for the volume of [...]a pyramid with height h and triangular base of area A. learn-math.info |
Aryabhata没有解释他如何找到这个准确的价值,但举例来说,艾哈迈德认为,这一价值作为一个近似的一半周边的正多边形256双方登记的单位圆。 learn-math.info | Aryabhata does not explain how [...] he found this accurate value but, for example, Ahmad considers this value as an approximation [...]to half the perimeter of a regular polygon of 256 sides inscribed in the unit circle. learn-math.info |
在它声称,Aryabhata出生在Asmaka地区的Vakataka王朝在南印度虽然作者承认,他住他的大部分生活Kusumapura在古普塔帝国的北部地区。 learn-math.info | In it is claimedthat Aryabhatawas born inthe Asmaka [...] region of the Vakataka dynasty in South India although the author [...]accepted that he lived most of his life in Kusumapura in the Gupta empire of the north. learn-math.info |
Aryabhata是谁的主人后,到达最远的海岸和管道的内心深处深处的海的终极知识的数学,运动学和spherics [...] ,交给了三个科学世界的教训。 learn-math.info | Aryabhata isthe masterwho, after [...] reaching the furthest shores and plumbing the inmost depths of the sea of ultimate knowledge [...]of mathematics, kinematics and spherics, handed over the three sciences to the learned world. learn-math.info |
其他规则所给予Aryabhata包括,总结前 n整数的这些最小二乘整数和他们的立方体。 learn-math.info | Other rules givenbyAryabhata include that for summing [...] the first n integers, the squares of these integers and also their cubes. learn-math.info |
Aryabhata使公式领域的一个三角形和一个圆圈这是正确的,但公式的卷球和一个金字塔的索赔是错误的大多数历史学家。 learn-math.info | Aryabhata gives formulaefor the [...] areas of a triangle and of a circle which are correct, but the formulae for the volumes [...]of a sphere and of a pyramid are claimed to be wrong by most historians. learn-math.info |
首先,我们看看系统的代表号码Aryabhata发明和使用的Aryabhatiya 。 learn-math.info | First we look at the system for [...] representingnumbers which Aryabhata invented andused in [...]the Aryabhatiya. learn-math.info |
Pataliputra ,是资本的古普塔帝国的时候Aryabhata,是中心的通讯网络,使学习世界其他地区的达成容易,而且也使数学与天文所取得的进展Aryabhata和他的学校到印度各地,并最终纳入伊斯兰世界。 learn-math.info | Pataliputra, being the capital of the Gupta [...] empire at the timeofAryabhata,was the centre of a communications network which allowed learning from other parts of the world to reach it easily, and also allowed the mathematical and astronomical advances madebyAryabhata andhis school to reach [...]across India and [...]also eventually into the Islamic world. learn-math.info |
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