Forum: Precalculus Mathematics Homework Help Q I What is the distinction between invariance and covariance? What is the difference between these two concepts? An equation is said to be "invariant" under some operation if the form of the equation doesn't change. However, isn't that exactly ...
Finite-difference calculus Finite-difference equation finite-difference equations Finite-Difference Frequency-Domain Boundary Integral Equation Finite-Difference Lattice Boltzmann Finite-Difference Lattice Boltzmann Method Finite-Difference Method Finite-Difference Navier Stokes ...
She calculated the area under the curve using integral calculus. 3 Count Basic and usually one of the first mathematical skills taught. The children counted from one to ten during their lesson. 4 Calculate To determine by computation; involves various arithmetic or logical operations. He calculated...
Noun 1. difference threshold - the smallest change in stimulation that a person can detect difference limen, differential limen, differential threshold limen, threshold - the smallest detectable sensation jnd, just-noticeable difference - (psychophysics) the difference between two stimuli that (under pro...
totellthedifferencebetweensthandsth distinguiralgodealgo time difference名词 timedifference diferenciafhoraria 相关的个性化匹配翻译 noticeabledifference notable qualitativedifference diferenciacualitativa 词条difference在西班牙语»英语中的译文 (跳至英语»西班牙语) ...
We state some elementary problems concerning the relation between difference calculus and differential calculus, and we try to convince the reader that, in spite of the simplicity of the statements, a solution of these problems would be a significant contribution to the understanding of the foundation...
2 1 3———2 6 3———The result is the difference, which means the difference between 476 and 213 is 263.However, when a digit in the subtrahend is larger than the corresponding digit in the minuend, we regroup or “borrow” from the next digit to be able to solve the problem....
I also solo-learned calculus recently so I am not used to notations. So, first of all, why and how are we taking the derivative of the vector r or s as d/dt if t is not a parameter of the equations? Second question is what is the difference between d/dt(r) and...
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It is necessary to use the difference quotient when finding the slope of a function with a curve, since the typical linear slope formula ({eq}m=\frac{y_2 - y_1}{x_2 - x_1} {/eq}) cannot be used. This formula is especially useful in calculus to help find the derivative of a ...