inverse of a function反函数 相似单词 logarithmn. 对数 inversen. 反白,反色 a. 倒转的,相反的 anti logarithm【机】 反对数 numbern.[C] 1.数;数字 2.号码;…号;第…号 3.电话号码 4.【英】车牌号码,登记号码 5.一首流行乐曲 6.[singular]数目;数量 7.[plural](尤指参加某一活 ...
inverse logarithm of a number反对数 inverse of a number数的逆 inverse number反数,逆数 inverse of a function反函数 inverse of a square matrix方阵的逆矩阵 inverse of a matrix矩阵的逆,矩阵的逆,逆矩阵 inverse of a figure图形的反面 a number of一定数量,若干,很多,许多 ...
A similar idea applies to cosine, tangent and other trig functions.Read Inverse Sine, Cosine, Tangent to find out more.The Inverse of an Exponent is a LogarithmRead logarithms to find out more, but basically:The logarithm tells us what the exponent is!
inverse logarithm inverse magnetostriction Inverse Magnetron Gauge inverse matrix inverse Mercator chart inverse Mercator map projection inverse Mercator projection inverse micelle inverse multiplexor inverse network inverse neutral telegraph transmission Inverse of a Matrix ...
The graph of the natural logarithm function can be obtained from that of the exponential function by reflection across the line y=x: Exploring the function logb(a) with base greater than 1 and between 0 and 1 Use the sliders below the graphs to change the values of b, the base...
You can check if you have found the correct inverse of a logarithm equation by plugging in the values for the original equation and the inverse equation. If they cancel out and equal the original input, then you have found the correct inverse.Similar...
Logarithm/inverse-logarithm converter utilizing linear interpolation and method of using same 来自 百度文库 喜欢 0 阅读量: 34 申请(专利)号: AU19960047696 申请日期: 1996-01-16 公开/公告号: AU4769696A 公开/公告日期: 1996-09-11 申请(专利权)人: MOTOROLA INC. 发明人: James D. Dworkin...
1. (General Physics) the degree of hotness of a body, substance, or medium; a physical property related to the average kinetic energy of the atoms or molecules of a substance 2. (General Physics) a measure of this degree of hotness, indicated on a scale that has one or more fixed refe...
One of the essential consequences of this is that if we put a value into a function and then take an inverse, we end up with what we started with. In other words, we have {eq}f^{-1} [ f (x) ] = x {/eq}. Since the definition of a logarithm states that if {eq}...
It poses the inverse problem that consists in finding the logarithm of a function. It shows that when the function is holomorphic in a simply connected domain , the solution at the inverse problem exists and is unique if a branch of the logarithm is fixed. In addition, it's demonstrated ...