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The BINO() function returns the binomial distribution.

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We can find out by using the binomial distribution.

我们以使用二项分布找出答案。

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It's the simplest case of the binomial distribution.

这是二项分布最简单情况。

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But in the binomial distribution you can kind of view it that way.

但在二项分布中,你以这样看。

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The binomial distribution is always finite.

二项分布总是有限

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You would actually get a binomial distribution where you'd get a bunch of bars like that.

你实际上会得一个二项分布,在那里你会得一堆这样条形图。

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And think a lot about how it relates to the binomial distribution.

并仔细考虑它与二项分布关系。

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TED-Ed(视频版)

The probability for each value is given by what's called a binomial distribution, which peaks at the most likely outcome.

每个值概率由所二项式分布给出,该分布在最有结果处达峰值。

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So in any binomial distribution this is a probability that you get k successes.

因此,在任何二项分布中,这是您获得 k 次成功概率。

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And this is true only for binomial distributions.

这仅适用于二项分布。

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“The Cartoon Guide to Statistics” promised readers they would chew over binomial distributions and conditional probability with the same ease with which they enjoyed Spider-Man.

那年一本名叫《统计卡通指南》书,承诺以让读者津津有味地习二项分布和条件概率,就像阅读《蜘蛛侠》一样轻松愉快。

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The binomial distribution is a discreet probability distribution.

二项分布是一种离散概率分布。

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So you could literally look at every combination of getting 150 households from this, and you would actually get a binomial distribution.

所以你以从字面上查看从中得 150 个家庭每一个组合,你实际上会得一个二项式分布。

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There's also the binomial distribution and the normal distribution, which is what some people call the Gaussian or the bell curve.

还有二项分布和正态分布,也就是一些人所说高斯分布或钟形曲线。

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This is the binomial distribution, I just plotted these points right here.

这是二项分布,我只是在这里绘制了这些点。

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But now, let's prove it to ourselves that this is really true for any a random variable that's described by a binomial distribution.

但是现在,让我们向自己证明, 这对于任何由二项分布描述随机变量都是正确

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In this video we'll find a general formula for the mean, or actually, for the expected value of a binomial distribution.

在本视频中,我们将找二项式分布均值或实际期望值通用公式。

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So in a binomial distribution what is the probability-- so if I say, what is the probability that X is equal to k?

那么在二项分布中, 概率是多少——所以如果我说,X 等于 k ​​概率是多少?

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Now what I wanted to show you is that the normal distribution approximates the binomial distribution.

现在我想告诉你是,正态分布近似于二项分布。

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But right now I just want to give you the intuition that the binomial distribution really does converge to the normal distribution.

但现在我只想告诉你二项分布确实收敛于正态分布直觉。

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I connected the lines but you see the binomial distribution look something more like this.

我连接了这些线,但你看二项式分布看起来更像这样。

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