How Did The Qin Dynasty Influence The Development Of The Han Dynasty

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The main thrust of Chinese mathematics developed in response to the empire`s growing need for mathematically competent administrators. To a large extent the evolution of Chinese mathematics is influenced by the replacement of the dynasties. Meanwhile, the political volatility in the mainstream of the society and culture changes have a huge impact on the progress of Chinese mathematics as well.

The Qin dynasty was the first imperial dynasty in China, over 2000 feudal monarchy started at that time. As the shortest major dynasty in China, Qin dynasty only lasts 15 years (221-206 BCE). However, the influence of such short-lived dynasty continues for thousands of years, it inaugurated an imperial system that collapsed until the Revolution in 1911. …show more content…

The Qin unified the Chinese States by conquest, but their empire became very unstable after the death of Qin Shi Huang. Within four years, Qin dynasty collapsed and the Han dynasty took its place. Due to short interrupted by the Xin dynasty (9–23 AD), Han dynasty was separated into two periods: The Western Han or Former Han (206 BC– 9AD) and the Eastern Han or Later Han (25–220 AD). Han periods is considered as the golden era in Chinese history. Chinese script is called the “Han characters”. And ethnic Han is the biggest ethnic group in China with totally over ninety percent of Chinese …show more content…

Especially during Western Han dynasty, that periods of time can be treated as renaissance of Chinese science and cultures. Unlike western mathematics, Chinese mathematics was very much problem based. Most of the mathematical treatises motivated by the problems in everyday life such as land measurement, trade, taxation, etc. Three profound mathematical textbooks “Suan Shu Shu (A book on Arithmetic)”, “Zhoubi Suanjing (Zhou Shadow Gauge Manual)”, “Jiuzhang Suanshu (Nine Chapters on Mathematical Art)” came out one after another. One of the most famous Chinese mathematics book of all time is the Nine Chapters on Mathematical Art. The book was an anonymous work probably finished by a variety of authors. The significant effects of Nine Chapters were greatly depending on the commentary written by Liu Hui in about 263. Liu`s commentary is of great mathematical interest in its own right. He gave an algorithm for calculation of π in the comments chapter 1. He invented extreme method by dividing a circle into 64 equal size triangles to calculate π and successfully approximated π to

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