Geometric Mean of 2 and 18 = √(2 × 18) = 6 It is like the area is the same! Example: What is theGeometric Meanof10, 51.2 and 8? First we multiply them: 10 × 51.2 × 8 = 4096 Then (as there are three numbers) take the cube root:3√4096 =16 ...
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Noun1.geometric mean- the mean of n numbers expressed as the n-th root of their product statistics- a branch of applied mathematics concerned with the collection and interpretation of quantitative data and the use of probability theory to estimate population parameters ...
Geometric mean and median of 10,000 events obtained by flow cytometry for different cell lines and treatment with the antibody and antibody:MIRB conjugates.David BatesSuraj AbrahamMichael CampbellIngeborg ZehbeLaura Curiel
ait is best to use the geometric mean of the two values listed on the sheet 这是最佳使用在板料列出的二价值的几何平均数 [translate] 英语翻译 日语翻译 韩语翻译 德语翻译 法语翻译 俄语翻译 阿拉伯语翻译 西班牙语翻译 葡萄牙语翻译 意大利语翻译 荷兰语翻译 瑞典语翻译 希腊语翻译 51La ...
摘要: Some basic relations between arithmetic-geometric mean and geometric-harmonic mean and related inequalities were given.Moreover,these two means were compared with some classes of well known compound means.关键词: arithmetic-geometric mean geometric-harmonic mean compound mean 被引量: 3 ...
is that the arithmetic mean tends to overstate the actual average return by a greater and greater amount the more the inputs vary. In Example 2, the returns increased by 10% in year one, 150% in year two and then decreased by 30% in year 3. This is an increase of 130% from the ...
Formulas are derived, by direct integration of the defining definite integrals, for the general geometric mean distance between (i) a point and a line segment; (ii) a point and a rectangular area; (iii) two parallel line segments; (iv) two orthogonal line segments; (v) a line segment an...
Let pn denote the n-th prime number and let Gn be the geometric mean of the first n primes. It is well-known that Gn/pn → 1/e as n →∞, where e is the Euler's number. The aim of this note is to give various proofs of this fact, equivalent establishments and generalizations....
To account for spatial offsets, previously an arithmetic mean of the time-domain fields to either side of the integration boundary has been used. Here we show that superior results are obtained by instead using a geometric mean of the harmonic fields to either side of the integration boundary....