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第3章 微积分是什么?我只知道偏中分!(1 / 2)

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【李老师讲五四 - 讲历史上的数学与物理#数学#物理#历史】

看了光幕上的题目,各个朝位面代很多对知识充满渴望的学子,都放下了手中正在研读的书籍。

他们有的擅长数学运算,思维敏捷。

有的对物理原理痴迷,不断探索。

不过这个时候他们都放下了手中的书籍,他们想知道后世对于这段历史中的数学与物理是如何解读的?

大秦位面。

嬴政看到光幕上关于数学与物理的讲解视频,梳起胡子来。

这个时代数学与物理的知识还不像后世那样系统和深入,它们只是初步的萌芽。

而在未来,这些知识会不断发展和完善,发挥着巨大的作用。

嬴政满心好奇,想探探这数理知识的玩意儿在光幕中究竟是啥样。要是不行,他绝不手软,打压禁学那是必然。

魏晋位面。

刘徽抬首望着光幕上关于数理知识的呈现,眼中满是惊叹。他着实未曾料到后世在数理之学上竟有如此新奇的领悟与成就。

刘徽环顾身旁那些对知识充满渴望的求学者,心中暗自思忖:“这数理之道,后世人究竟是如何领悟,又是如何破解其中奥秘的呢?”

其他朝代的学子们看到光幕上所展示的内容,纷纷埋首于古籍之中,试图解开这神秘的数理之谜。

光幕中清晰地呈现着:【古代数学与物理在特定时期成就斐然,理论与实践皆有新的突破。】

刘徽凝视着这些内容,心中对数理之学的兴趣愈发浓厚。

嬴政听闻光幕上所言,心中不禁疑惑:“这数理之学,难道比我大秦学士还要厉害?”

【数理知识在射箭、驾车等诸事之中皆能派上用场,精准计算与力学原理相结合,可使技艺更为高超。】

刘徽观之,频频点头,觉得此理与自己对实践的认知极为契合。

【数理之学,当以理服人,若有人不服,便以实践来验证。】

刘徽对此深以为然,脸上露出欣慰的笑容。

大伙看到这,都激动得不行,跃跃欲试。

……

萧择看完这些,笑得合不拢嘴,觉得网络上真是充满了趣味。

他输入“物理数学”进行搜索,许多相关视频纷纷涌现。

各朝位面的学子盯着光幕上的新奇观点,满心困惑。

光幕的解读和他们所学的大不相同,让他们如同置身迷雾之中,不知该相信哪一个。

【有个学子对物理数学毫无兴致,躲到偏远之地逍遥快活。】

这可把相关学者气得不轻,非要让他用心钻研。

这么好的学习机会居然如此浪费?真是暴遣天物!

【一天,他梦到一道需要使用微积分解开的数学题。】

【设函数f(x)在[0,1]上连续,在(0,1)内可导,

且f(0)=f(1)=0, f(,)=1。证明:存在ξ

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