integral exp x 2

黑絲襪的區別....看了就知道

10月 18, 2012

林若綠

kuso

Evaluation of the Gaussian Integral exp(-x^2) - Cool Math Trick - YouTube恩恩....有差!!!! A clever way to evaluate the Gaussian Integral analytically. A great math trick to show your friends....

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【男人必看】約會加分秘方大公開

10月 18, 2012

梁涵蓮

kuso

Integral of exp(-x^2) | MIT 18.02SC Multivariable Calculus, Fall 2010 - YouTube 【作者】Dr.Joe 好不容易盼來的第一次的約會，沒想到禁忌這麼多，不能遲到、不能講手機、不能抽菸、不能炫耀、不能濃妝艷抹、不能處處龜毛、不能抱怨東抱怨西、不能小氣巴拉、不能.... 這麼多的不能，好像第一次約會的根本不是自己，大多數的人與心儀的人第一次約會會試著逢合對方的興趣及喜好，把Integral of exp(-x^2) Instructor: Christine Breiner View the complete course: http://ocw.mit.edu/18-02SCF10 License: Creative Commons BY-NC-SA More information at http://ocw.mit.edu/terms More courses at http://ocw.mit.edu....

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夢中情人到底對男子做了甚麼，竟然讓他瞬間休克？

10月 18, 2012

范姜映梅

kuso

integration - Integral of $x^2 \exp(-ax^2)$ using the gamma function? - Mathematics Stack Exchan悲劇了.... I'm struggling with this integral: $$\int_{-\infty}^{\infty}x^{2}e^{-ax^{2}}dx = \frac{\sqrt{\pi}}{2a^{3/2}}$$ Is there a way to do this integration without using integration by parts and then explicitly relying on the Gaussian int...

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最專業的酒促小姐給你KISS雞尾酒~無限續杯

10月 18, 2012

梁涵蓮

kuso

Integral - Wikipedia, the free encyclopediaKISS雞尾酒~好想試試看啊!!! 1 History 1.1 Pre-calculus integration 1.2 Newton and Leibniz 1.3 Formalization 1.4 Historical notation 2 Terminology and notation 2.1 Standard 2.2 Variants 3 Interpretations of the integral 4 Formal definitions 4.1 Riemann integral 4.2 Lebesgue integral ...

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許多美女一直在討論我的下半身，到底是在講...

10月 18, 2012

郭從芙

kuso

Numerical integration - MATLAB integral - MathWorks - MATLAB and Simulink for Technical Computing到底是在講啥~??? Lower limit of x, specified as a real (finite or infinite) scalar value or a complex (finite) scalar value. If either xmin or xmax are complex, then integral approximates the path integral from xmin to xmax over a straight line path. Data Types: double | ...

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這名少女到底對爺爺說了甚麼，引起網友瘋狂討論？

10月 18, 2012

謝語蘭

kuso

Multiple integral - Wikipedia, the free encyclopedia請往下看.... 「爺爺，這是奶奶。」 「.................」The multiple integral is a generalization of the definite integral to functions of more than one real variable, for example, f(x, y) or f(x, y, z). Integrals of a function of two variables over a region in R 2 are called double integrals, and integrals of...

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