男友太凶猛1v1高h,大地资源在线资源免费观看 ,人妻少妇精品视频二区,极度sm残忍bdsm变态

Global EditionASIA 中文雙語Fran?ais
Culture
Home / Culture / worldichchina

Chinese Zhusuan, knowledge and practices of mathematical calculation through the abacus

Chinaculture.org | Updated: 2020-12-18 11:06
Share
Share - WeChat
[Photo by Wang Kaihao/China Daily]

2013, Representative List of the Intangible Cultural Heritage of Humanity

Chinese Zhusuan is a time-honoured traditional method of performing mathematical calculations with an abacus.

Practitioners can perform addition, subtraction, multiplication, division, exponential multiplication, root and more complicated equations by moving beads along the abacus rods according to defined formulas.

Chinese Zhusuan has played a vital role in giving an impetus to mathematical studies, promoting algorithmic practices and fostering intelligence. Zhusuan oral formulas have easy-to-learn rhymes that represent specific calculation rules and summarize the arithmetic operations. Beginners can make quick calculations after some fairly basic training, while proficient practitioners develop an agile mind.

Zhusuan is widely used in Chinese life and is an important symbol of traditional Chinese culture, providing a strong sense of cultural identity. It has been handed down through generations by traditional methods of oral teaching and self-learning.

Training in abacus-based mental arithmetic is thought to improve a child's attention span, memory and mental capability. Today, it contributes to the advancement of calculating techniques, cognitive schemas, educational psychology and intellectual development. It also has a far-reaching influence in various fields of cultural creativity, including folk customs, language, literature, sculpture and architecture.

Most Popular
Top
BACK TO THE TOP
English
Copyright 1995 - . All rights reserved. The content (including but not limited to text, photo, multimedia information, etc) published in this site belongs to China Daily Information Co (CDIC). Without written authorization from CDIC, such content shall not be republished or used in any form. Note: Browsers with 1024*768 or higher resolution are suggested for this site.
License for publishing multimedia online 0108263

Registration Number: 130349
FOLLOW US
主站蜘蛛池模板: 克山县| 崇阳县| 息烽县| 奉贤区| 澄江县| 毕节市| 丹东市| 平邑县| 东丽区| 土默特右旗| 南投县| 资源县| 北海市| 台州市| 涞源县| 北辰区| 德安县| 祁阳县| 江西省| 平山县| 望江县| 会宁县| 伊宁市| 简阳市| 旬阳县| 虹口区| 威信县| 桐城市| 乌兰县| 鄂伦春自治旗| 环江| 凭祥市| 霍林郭勒市| 栾川县| 莱西市| 祁阳县| 沂源县| 崇明县| 遂平县| 聊城市| 资兴市|