About 115,000 results
Open links in new tab
  1. 二項式分布 - 维基百科,自由的百科全书

    二項式分布 ... 在 概率论 和 统计学 中, 二项分布 (英語: binomial distribution)是一种 离散 概率分布,描述在进行 独立 随机试验 时,每次试验都有相同 概率 “成功”的情况下,获得成功的总次数。

  2. 二项分布_百度百科

    二项分布(Binomial Distribution)是统计学中常见的离散概率分布,描述了一系列独立重复伯努利试验的成功次数的概率分布。 在n次独立重复的伯努利试验中,设每次试验中事件A发生的概率为p。

  3. Binomial Theorem - Math is Fun

    A binomial is a polynomial with two terms. What happens when we multiply a binomial by itself ... many times? a+b is a binomial (the two terms...

  4. 概率论基础 - 20 - 二项分布 (binomial distribution)-腾讯云开发者社区

    Nov 7, 2023 · 简介 在概率论和统计学中,二项分布(英语:Binomial distribution)是 n 个独立的是/非试验中成功的次数的离散概率分布,其中每次试验的成功概率为 p 。 这样的单次成功/失败试验又称为 …

  5. Binomial distribution - Student Academic Success

    The binomial distribution is a key concept in probability that models situations where you repeat the same experiment several times, and each time there are only two possible outcomes—success or …

  6. Binomial Distribution in Probability - GeeksforGeeks

    Dec 17, 2025 · Binomial Distribution is a probability distribution used to model the number of successes in a fixed number of independent trials, where each trial has only two possible outcomes: success or …

  7. Binomial Distribution: Formula, What it is, How to use it

    The binomial distribution evaluates the probability for an outcome to either succeed or fail. These are called mutually exclusive outcomes, which means you either have one or the other — but not both at …

  8. Binomial Distribution | Brilliant Math & Science Wiki

    The binomial distribution is, in essence, the probability distribution of the number of heads resulting from flipping a weighted coin multiple times.

  9. Binomial distribution - Wikipedia

    The binomial distribution is a special case of the Poisson binomial distribution, which is the distribution of a sum of n independent non-identical Bernoulli trials B (pi).

  10. Binomial - Math.net

    Handling exponents on binomials can be done by just multiplying the terms using the distributive property, with algorithms such as the binomial theorem, or using Pascal's triangle.