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积分中值定理

网络mean value theorem of integrals; integral mean value theorem; The Mean Value Theorem for Integrals

积分中值定理

网络释义

积分中值定理

mean value theorem of integrals

... 积分因子 integrating factor 积分中值定理 mean value theorem of integrals 基本初等函数 basic elementary function ...

integral mean value theorem

反常积分中值定理,The... ... ) integral mean value theorem 积分中值定理 ) mean value theorem for integrals 积分中值定理 ...

The Mean Value Theorem for Integrals

新东方•AP微积分(第2版)/罗勇-图书-亚马逊 ... 10.1 The Mean Value Theorem for Integrals 积分中值定理 145 10.2 Area 面积 14…

mean value theorem for integrals

反常积分中值定理,The Mean Value... ... ) mean value theorem for integrals 积分中值定理 ) mean value theorem 积分中值定理 ...

Newton-Leibniz

...数及其导数牛顿一莱布尼茨比大小估值定理) 定积分中值定理 （Newton-Leibniz）公式换)与分部积分法不定积分和定积分 …

例句：

Finally , the condition and result of integral mean-value theorem are also improved combined with the lagrange mean va. . .

最后，结合拉格朗日微分中值定理改进了积分中值定理的条件和结论。

This paper discusses the asymptotic rate of "mean value point " in second mean value theorem for integrals .

本文主要讨论了第二积分中值定理 “中值点 ”的渐近速度。

On the Mean Value Theorem for Improper Integral and the Asymptotic Property of the "Intermediate Point "

关于广义积分中值定理及 “中间点 ”的渐近性

The roller die pressure is set up with the integral mid-value law and the horizontal force balancing condition .

以积分中值定理与水平力平衡条件确定了辊模压力。

Study about the first mean value theorem for integrals , which obtain a new results on the mean value asymptotic behavior .

讨论了第一类曲线积分中值定理 “中间点 ”的渐近性质，得到了更具一般性的新结果。

This paper generalizes the integral mean value theorem, asymptotic theorem and asymptotic rate theorem in reference[1 ], [2 ].

本文将文 [1 ]、[2 ]中积分中值定理、渐近定理及渐近速度定理加以推广。

A More Universal Result on the Intermediate Value Study of the Mean Value Theorem for Integrals

积分中值定理中值研究的进一步结果

A estimates of the asymptotic rate of convergence for "Intermediate point " of integral mean value theorem

积分中值定理 “中间点 ”收敛速度的一个估计

More Extensive Asymptotic Estimation Formulas of the "Intermediate Point " in the Integral Mean Value Theorem

积分中值定理 “中间点 ”更广泛的渐近估计式

Intensify the Theory of Figure in Integral to Make it More Practical

强化积分中值定理结论，使其更具应用性

A Class of Integral Intermediate Value Theorem and its Asymptotic Property of Mediant

一类积分中值定理及其中间点的渐近性

On Inverse Problem of the Mean Value Theorem for Integrals and Its Approachability

积分中值定理逆问题及其渐近性

The Intermediate Value and Mean Value Theorem for Integral for Functions with Discontinuity Points of the First Kind

关于第一类不连续点函数的介值定理和积分中值定理

On Inverse Problem of the First Mean Value Theorem for Integrals and Its Approachability

第一积分中值定理的逆问题及其渐近性

Study on the Asymptotic behavior of the Intermediate Point of the Mean Value Theorem for Integrals

积分中值定理中间点渐近性态的研究

New method to proof primacy fundamental theorem of differential coefficient and mean value theorem of integral

微积分第一基本定理和积分中值定理的新证法

Perfection of the Asymptotic Property of "the Intermediate point " of the Second Integral Mean - Value Theorem

第二积分中值定理 “中间点 ”渐近性的完善

Asymptotic property for "the middle point" of the integral theorem of mean

积分中值定理 “中间值 ”的渐近性

A Register Upon the Asymptoticity of the Intermediate Point in the Mean Value Theorem of Integrals

积分中值定理中间点渐近性的一个注记

A Generalization of Asymptotic Property of Median for the Integral Mean Value Theorem

积分中值定理中值点渐近性的推广

A Theorem of the Mean Value Asymptotic Behavior of the Mean Value Theorem for Integrals Again

积分中值定理的中值渐近性的又一定理

Analytic quality of "intermediate value " for integral mean value theorem

积分中值定理 “中间点 ”的分析性质

Generalization and Properties of Mean Value Theorem for Integrals

积分中值定理的推广及其应用

A More Universal Result on the Mean Value Theorem for Integrals

关于积分中值定理的一个一般性结果

Generalization of the Mean Value Theorem of Integrals

积分中值定理的推广

Understanding of the Calculus Mean Value Theorem

关于积分中值定理的一些见解

On the Inverse Proposition of the Integral Mean Value Theorem

关于积分中值定理的反问题

积分中值定理

积分中值定理

mean value theorem of integrals

integral mean value theorem

The Mean Value Theorem for Integrals

mean value theorem for integrals

Newton-Leibniz

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