至聖先師 zhì shèng xiān shī
至聖先師的意思和解釋:
至:最。舊時特指孔子。
至聖先師的出處
《禮記·中庸》:“唯天下至聖,為能聯盟睿知,足以有臨也。”《禮記·文王世子》:“凡始立學者,必釋奠於先聖先師。”
至聖先師的例子
至聖先師造句
備受尊崇的孔夫子,歷代被稱為「至聖先師」,至今仍是教師們的典范。
Confucius was the most respected, and still serves as an exemplary model teacher.
崇拜他的人把他奉為“至聖先師”、“萬世師表”,當作神靈隆重祭拜;
The people who admired him regard him as “a great sage” and “a model of virtue”, pay homage to him;
而持亞洲價值觀之解釋者們,卻是極有選擇地引用了至聖先師孔夫子的言論。
And exponents of Asian values cite that great authority, Confucius, very selectively.
教師節是為了紀念中國最偉大的至聖先師─孔子。教師節這一天也是他的誕辰。
Teacher’s Day is in honor of the greatest teacher of China, Confucius. Teacher’s Day is his birthday, too.
至聖先師孔子的時代,邾國歸魯,也是經他的弟子子路一諾而定,連盟約都不須簽。
In the time of Confucius, that Great Sage and teacher, the state of Zhu was returned to the State of Lu merely on the promise of his disciple Zi Lu, without even a contract needing to be signed.
看出至聖先師名字拼錯的,個個得滿分。請先自我表揚一番;功勞簿上,再大記一筆。
Full mark for those who saw the spelling error in the name of the Great Teacher! Pat yourself on the back and award yourself a gold star.
看出至聖先師名字拼錯的,個個得滿分。請先自我表揚一番;功勞簿上,再大記一筆。
Full marks for those who saw the spelling error in the name of the Great Teacher! Pat yourself on the back and award yourself a gold star.
孔子作為儒傢的至聖與先師,他在治學、為政、做人、交友等多方面給我們提供了寶貴的思想。
Confucius, as the greatest stage and teacher confucian school, provides us with the valuable thoughts of the academic pursuits, being in power, being an upright person, making friends etc.
至聖先師孔子的星座我已知道是跟我一樣的天秤座了,如今,是時候將其它三人的星座給找出來了。
I already knew that the greatest teacher of our history Confucius’ star sign is Libra just like me, and now, it is time to find another three is.
孔丘(前551年—-前479年)字仲尼,魯國(今曲阜)人,偉大的思想傢,教育傢,政治傢,儒傢的創始者,被尊為“至聖先師”。
551BC—479BC Philosopher and educator, founder of the Confucian Shool , whose Words are read as The Analect of confucius.
孔丘 (前551年—-前479年)字仲尼,魯國(今曲阜)人,偉大的思想傢,教育傢,政治傢,儒傢的創始者,被尊為“至聖先師”。
551BC—479BC Philosopher and educator, founder of the Confucian Shool , whose Words are read as The Analect of confucius.
至聖先師造句相關
語義上的互補性成語中參互見義的兩個詞,WXYZ四言形式中的w與Y、x與z,它們在語義上主要表現為兩種關系,一是異義平列關系,一是反義對舉關系。這兩種語義關系的表達,主要有下面四種情況。