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- Binomial_approximation abstract "The binomial approximation is useful for approximately calculating powers of numbers close to 1. It states that if is a real number close to 0 and is a real number, then This approximation can be obtained by using the binomial theorem and ignoring the terms beyond the first two. The left-hand side of this relation is always greater than or equal to the right-hand side for and a non-negative integer, by Bernoulli's inequality.".
- Binomial_approximation wikiPageID "11376019".
- Binomial_approximation wikiPageRevisionID "579465193".
- Binomial_approximation hasPhotoCollection Binomial_approximation.
- Binomial_approximation subject Category:Factorial_and_binomial_topics.
- Binomial_approximation comment "The binomial approximation is useful for approximately calculating powers of numbers close to 1. It states that if is a real number close to 0 and is a real number, then This approximation can be obtained by using the binomial theorem and ignoring the terms beyond the first two. The left-hand side of this relation is always greater than or equal to the right-hand side for and a non-negative integer, by Bernoulli's inequality.".
- Binomial_approximation label "Binomial approximation".
- Binomial_approximation sameAs m.02r9f5r.
- Binomial_approximation sameAs Q4914487.
- Binomial_approximation sameAs Q4914487.
- Binomial_approximation wasDerivedFrom Binomial_approximation?oldid=579465193.
- Binomial_approximation isPrimaryTopicOf Binomial_approximation.