二元隐函数求偏导,怎样求二元函数的偏导

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二元隐函数求偏导,怎样求二元函数的偏导(1)

分享兴趣、传播快乐、增长见闻、留下美好,大家好,这里是LearningYard学苑,今天小编为大家带来文章:用mathematica求偏导

Share interest, spread happiness, increase knowledge, and stay good. Hello, everyone. This is LearningYard Academy. Today I will bring you an article: Using mathematica to ask for partial guidance

二元隐函数求偏导,怎样求二元函数的偏导(2)

大家下午好呀

上一次给大家介绍了用Mathematica作三维图的方法

附上补课链接

今天小编分享的也是Mathematica哦

老规矩,感兴趣的小伙伴赶紧@你的小伙伴一起学习吧!

Good afternoon everyone

Last time, I introduced you to the method of using Mathematica to make 3D graphs.

Attach a link to make-up lessons

Today the editor is sharing Mathematica too

Old rules, interested friends, hurry up @you friends to learn together!

接下来开始今天的教程学习:用Mathematica求偏导数与多元函数的极值

(有条件的同学建议先复习一下大学课程微积分里的相关内容)

Next, start today’s tutorial study: Use Mathematica to find the extreme value of partial derivatives and multivariate functions

(Students with conditions suggest to review the relevant content in the college course calculus first)

二元隐函数求偏导,怎样求二元函数的偏导(3)

注:在Mathematica中,还是有些微分函数用于直接计算的,如下表所示

Note: In Mathematica, there are still some differential functions used for direct calculation, as shown in the following table

二元隐函数求偏导,怎样求二元函数的偏导(4)

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