derivative ofln(ex) Solution 1 Hide Steps Solution steps dxd(ln(ex)) Simplifyln(ex):x =dxdx Apply the common derivative:dxdx=1=1 Enter your problem Popular Examples Frequently Asked Questions (FAQ) What is the derivative of ln(e^x) ?
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Enter an original function (that is, the function to be derived), then set the variable to be derived and the order of the derivative, and click the "Next" button to obtain the derivative function of the corresponding order of the function. ...
Derivatives of PPy based on poly(3,4-alkylenedioxypyrrole)s such as poly(3,4-etheylenedioxypyrrole) (PEDOP) also show potential for bioelectrode coatings. These polymers have better chemical and electrical stability than PPy and also very low oxidation potentials.82 Many other EDOT ...
Derivative f’ of the function f(x)=exp x is: f’(x) = exp x for any value of x. Derivative of exponential x Derivative $f’$ of the function $f(x)=\exp x= e^{x}$ is: \(\forall x \in ]-\infty, +\infty[ , f'(x) = \exp x = e^{x}\) ...
更新1: I have another question: f(x) = (1-e^x) / x^2 the derivative is (e^x(1-x) -1) / x^2 I used quotient rule but I can't find the wer. please show me the procedure...Question 1 y = e^(x^3) * ln x^2 dy/dx = {d[e^(x^3)] / dx}(ln x^...
更新1: so...what about the second derivative?You are confused because your concept is not clear and using the derivative formula of x^n into the wrong place d/dx (x^n)=nx^(n-1) and notice that the base x is the variable !! However e is a natural number (constant) ...
(∫ e^(1/x)dx) 相关知识点: 试题来源: 解析 (∫ e^(1/x)dx) is an antiderivative of ( e^(1/x)), so by definition ( d/(dx)[∫ e^(1/x)dx]) is ( e^(1/x)). ( e^(1/x))结果一 题目 Find the Derivative integral of x/(1+x^4) with respect to x 答案 is an anti...
Digital differentiation is defined as dx[n]/dn and can be calculated directly from the slope of x[n] by taking differences: (8.15)dx[n]dn=Δx[n]Ts=x[n+1]−x[n]Ts This equation can be implemented by MATLAB’s diff routine. This routine uses no padding, so the output is one ...
Find the derivative ofe−x(1−x) Derivatives: There are various rules of derivatives that can be used to determine the derivative of a function. One of the rules is known as the chain rule. This can be applied as: ddxf(g(x))=f′(g(x))g′(x) ...