一个函数在x0处任意阶可导，且任意阶导数值为0，能否说明fx在z0的某个邻域上为常函数？ 知乎 Sketch Coloring Page

一个函数在x0处任意阶可导，且任意阶导数值为0，能否说明fx在z0的某个邻域上为常函数？ 知乎 Template

Background image: Hide Show

View Larger Image Image Credit: zhihu.com

please wait, the page is loading...

More Sketches

Take a peek at some of the sketches created by our users, are you a sketchite?

sketch #3547 Lady in red Toky Niaina Randrianarisoa

anonymous

anonymous
sketch #3547 Lady in red Toky Niaina Randrianarisoa

sketch #2025

anonymous

anonymous
sketch #2025

sketch #3753

anonymous

anonymous
sketch #3753

sketch #3742 Homer by Koes Maung

anonymous

anonymous
sketch #3742 Homer by Koes Maung

sketch #5061

anonymous

anonymous
sketch #5061

sketch #3871

anonymous

anonymous
sketch #3871

sketch #2062

anonymous

anonymous
sketch #2062

sketch #270

anonymous

anonymous
sketch #270

sketch #1216

anonymous

anonymous
sketch #1216

sketch #3166 Axl Rose by Jessie Lightwood

anonymous

anonymous
sketch #3166 Axl Rose by Jessie Lightwood

sketch #4945

anonymous

anonymous
sketch #4945

sketch #1503 L 'Algérie

AbdouGt Zizou
sketch #1503 L 'Algérie

sketch #2573 homer simpson

anonymous

anonymous
sketch #2573 homer simpson

sketch #1444

Donara Smbatyan
sketch #1444

sketch #5256

anonymous

anonymous
sketch #5256

sketch #1079

anonymous

anonymous
sketch #1079

sketch #2735

Jorge Valero
sketch #2735

sketch #4595 Hell Boy by Cristina Love

anonymous

anonymous
sketch #4595 Hell Boy by Cristina Love

sketch #5437 Mikasa from Attack on Titan by Manimarmuthu Muthu

anonymous

anonymous
sketch #5437 Mikasa from Attack on Titan by Manimarmuthu Muthu

sketch #3554 Dr. House by Carrieann Benthem

anonymous

anonymous
sketch #3554 Dr. House by Carrieann Benthem

sketch #5066 Rey Helado by Gleny Acevedo

anonymous

anonymous
sketch #5066 Rey Helado by Gleny Acevedo

sketch #5055

anonymous

anonymous
sketch #5055

sketch #4086 2lips

anonymous

anonymous
sketch #4086 2lips

sketch #5114 Doraemon by Carrieann Benthem

anonymous

anonymous
sketch #5114 Doraemon by Carrieann Benthem

sketch #1414

Chayrolfrypan
sketch #1414

sketch #3310 Link by Cxsar Alvarez

anonymous

anonymous
sketch #3310 Link by Cxsar Alvarez

sketch #3734

Goran Djordjevic
sketch #3734

sketch #5289

anonymous

anonymous
sketch #5289

sketch #2055 Flower

Raisa Mahmud
sketch #2055 Flower

sketch #3344 Homer by Samuel Roberto

anonymous

anonymous
sketch #3344 Homer by Samuel Roberto

tomski一个函数在x0处任意阶可导，且任意阶导数值为0，能否说明fx在z0的某个邻域上为常函数？ 知乎 coloring

一个函数在x0处任意阶可导，且任意阶导数值为0，能否说明fx在z0的某个邻域上为常函数？ 知乎 sketch template

高等数学（第二章：导数与微分） 可导公式动定 CSDN博客 sketch template

极值点、拐点、驻点、专题总结 知乎 sketch template

微积分基础：导数、左右导数与函数可导性 CSDN博客 sketch template

函数凹凸性与二阶导数符号之间的关系 知乎 sketch template

MIT—单变量微积分笔记01 导数、斜率、速率和变化率 知乎 sketch template

《University Calculus》 Chape4 导数的应用极值点的二阶导数检验法 CSDN博客 sketch template

大佬们，可去间断点处的导数是否存在？不是说左右导数都存在，该点函数存在吗？在间断点处为什么不可求导？ 知乎 sketch template

高数隐函数求导 CSDN博客 sketch template

δ函数及其傅立叶变换 知乎 sketch template

高等数学背景下的函数与导数问题2 Word文档在线阅读与下载无忧文档 sketch template

一元函数连续、可导、可微、可积、原函数存在、间断点之间的关系 知乎 sketch template

函数【第1讲�～初等函数的概念与性质 知乎 sketch template

微积分的巅峰——泰勒定理，让物理学的进一步研究成为可能 知乎 sketch template

有限差分原理 知乎 sketch template

从零开始推导最小二乘法 知乎 sketch template

函数连续性与可导性遗忘海岸博客园 sketch template

对数几率回归 —— Logistic Regression 知乎 sketch template

预备知识概览：反函数特性、单调性分析与参数法解析 CSDN博客 sketch template

考研数二第十二讲复合函数、反函数、隐函数及参数方程所确定的函数的微分法与一阶微分形式的不变性反函数和隐函数的区别 CSDN博客 sketch template

05 凸函数、凸性条件和一些常见的凸函数 知乎 sketch template

5、高数一元函数微分学的应用（一）几何应用技术栈 sketch template

函数可导的条件是什么（导数的定义和常见导数） sketch template

可导的含义是什么百度经验 sketch template

有关函数，导数的一些细微想法 知乎 sketch template

复变函数（1）——导数、解析与保形，柯西黎曼方程的可视化直观理解 知乎 sketch template

数学笔记——导数1导数的基本概念什么是导数 CSDN博客 sketch template

数学二笔记 sketch template

多个函数乘积的高阶导数通式 知乎 sketch template

数学笔记——导数1导数的基本概念什么是导数 CSDN博客 sketch template

free web stats