binomial
3
7.1
- adjective
- /baɪˈnoʊmiəl/
- Specialized
:
binomial
- Given a constant ratio, the binomial probability will increase as the number of trials decreases.
- binomial distribution
- binomial regression
- binomial model
And in our next video, we're going to look at the binomial tree approach.
- And in our next video, we're going to look at the binomial tree approach.
- So we would like to create a binomial expansion to derive this result.
Examples
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So recall the formula for the mean or expected value of the binomial is NP.
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And in our next video, we're going to look at the binomial tree approach.
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And I look at how can I write this as a binomial square?
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So let's talk about features of a binomial experiment.
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Especially if machine grading is employed, the binomial option should be chosen.
Academic text (1994) -
The results of independent trials with dichotomous outcomes can be modeled with a binomial distribution.
Academic text (2006) -
The first is ratification of core international human rights conventions, a straightforward binomial case of ratification or not.
Academic text (2009) -
Although this approach uses modern computing to sample from binomial distributions, it assumes a normal distribution for the confidence intervals.
Academic text (2010) -
Pre-test values and post-test values were simulated from a binomial distribution.
Academic text (2010) -
In mathematics, a binomial expression consists of two terms, such as x + y.
Synonyms
A name with two parts, usually genus then species for living things
Compounds
- Specialized
1
8.4
A formula in algebra for expanding expressions like (a+b)^n into a sum of terms
- Specialized
The chance of a number of successes in a fixed number of tries each with the same chance
Surface Forms
Morphology
binomial = bi + nom + ial
Formed from the prefix 'bi-' (two) + combining form 'nom' (name/term) + suffix '-ial' (relating to), so the meaning 'relating to two terms/names' is directly inferable in contexts like mathematics or biological naming.
Etymology
Binomial comes from bi- 'two' and nomen 'name'. Think of a bicycle with two wheels: binomial describes something with two parts or two names, so in math or biology it means 'relating to or consisting of two terms or names'.