degree of a polynomial oor Sjinees
degree of a polynomial
en
the degree of the term in the polynomial that has the highest degree
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In this way, sometimes all the roots of a polynomial of degree greater than four can be obtained, even though that is not always possible.
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The error-detection ability of a CRC depends on the degree of its key polynomial and on the specific key polynomial used.
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In March that same year, Adriaan van Roomen sought the resolution, by any of Europe's top mathematicians, to a polynomial equation of degree 45.
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We now replace this interpolant with a polynomial of higher degree.
想知道? 为 何 我 知道 那? 为 何 好? 吗 ?LASER-wikipedia2 LASER-wikipedia2
The Taylor polynomial of degree d is the polynomial of degree d which best approximates f, and its coefficients can be found by a generalization of the above formulas.
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As the name suggests, Pl (x) is a polynomial (of degree l) in x, and is even or odd according to the parity of√l.
現在 小嘴 兒 會 說英語 啦 ?Literature Literature
For instance, a necessary condition for a polynomial of degree d to have d distinct real roots is that the coefficient of degree d−2 should be negative or small enough.
我 打 你 電話 是 關 于 " 為 戴 茜 小姐 開車 " 這 盤 帶子springer springer
Let R be a positive real number large enough so that every root of p(z) has absolute value smaller than R; such a number must exist because every non-constant polynomial function of degree n has at most n zeros.
? 这 是 我? 们 婚? 礼 上 莎 士 比? 亚 的 句子WikiMatrix WikiMatrix
In statistics, polynomial regression is a form of regression analysis in which the relationship between the independent variable x and the dependent variable y is modelled as an nth degree polynomial in x.
在提醒第一次重现前显示提示LASER-wikipedia2 LASER-wikipedia2
If all of the coefficients a, b, c, and d of the cubic equation are real numbers, then it has at least one real root (this is true for all odd degree polynomials).
你 以 为我们能会重归于好? 我? 能? 重? 于 好?LASER-wikipedia2 LASER-wikipedia2
Niels Henrik Abel, a Norwegian, and Évariste Galois, a Frenchman, proved that there is no general algebraic method for solving polynomial equations of degree greater than four (Abel–Ruffini theorem).
我們 絕對 沒有 約會- 是的LASER-wikipedia2 LASER-wikipedia2
He thus came close to finding a general formula for the integrals of polynomials, but he was not concerned with any polynomials higher than the fourth degree.
你的 夜? 访 和 乞求 在 把 我? 们 逼? 疯LASER-wikipedia2 LASER-wikipedia2
Two degrees of freedom are used to estimate the parameters ( and ) for a polynomial fit of degree 2.
?? 际 上 , 我 不知道? 还 有? 谁 跟 他 一? 样ParaCrawl Corpus ParaCrawl Corpus
Fit Polynomial Fits polynomial curves of a certain degree using least squares regression.
早? 报 把 威廉 斯 交? 给 警? 长ParaCrawl Corpus ParaCrawl Corpus
In 1933 he published a solution of the classical functional Waring problem, to determine the minimal n such that a general degree d polynomial f can be expressed as a sum of d th powers of n linear forms, but his argument was incomplete.
這個 公式 很 簡單 , 誰有 答案 ?ParaCrawl Corpus ParaCrawl Corpus
Soon after he went to Zürich he was asked a question by Aurel Stodola, one of his colleagues, concerning when an n th-degree polynomial with real coefficients
您可以使用标有 起始编号 : 的微调框中调整尾注计数的起始数字 。ParaCrawl Corpus ParaCrawl Corpus
By a complete equation Bézout meant one defined by a polynomial which contains terms of all possible products of the unknowns whose degree does not exceed that of the polynomial.
不過 我 開始 了 完全 不同 的 雜 誌ParaCrawl Corpus ParaCrawl Corpus
He thus came close to finding a general formula for the integrals of polynomials, but he was not concerned with any polynomials higher than the fourth degree.[119]
相信 我? 这 不是 什 么 任 回家 作? 业ParaCrawl Corpus ParaCrawl Corpus
18 sinne gevind in 26 ms. Hulle kom uit baie bronne en word nie nagegaan nie.