Find the derivative of y=e^(3x).相关知识点: 试题来源: 解析 The derivative of y=e^(3x) is 3e^(3x). Let u=3x. Then \dfrac {\d y}{\d x}=e^{u}\cdot \dfrac {\d u}{\d x}.Since \dfrac {\d u}{\d x}=3, \dfrac {\d y}{\d x}=e^{u}\cdot 3 or 3e^u.The ...
Differentiate:f(x)=e3x+2 Question: Differentiate:f(x)=e3x+2 Derivative: The derivative of the given function can be found by using the standard resultdaebxdx=adebxdx=abebxwhere we will take the constant out and then use the standard result to evaluate and also the derivative of the const...
y=e−3x2 Product Rule: Product rule is the subject of derivative. The rule is used for finding derivative for multiplication of at least two functions. If we have two functions as f and g related to x and we are asked to find the derivative of f(x).g(x), we will find...
Find the second derivative ofsin−1x. View Solution Free Ncert Solutions English Medium NCERT Solutions NCERT Solutions for Class 12 English Medium NCERT Solutions for Class 11 English Medium NCERT Solutions for Class 10 English Medium NCERT Solutions for Class 9 English Medium ...
{The\ first\ derivative\ function:}\\&\frac{d\left( x^{2}{e^{x}}^{e^{x + 1}}\right)}{dx}\\=&2x{e^{x}}^{e^{x + 1}} + x^{2}({e^{x}}^{e^{x + 1}}((e^{x + 1}(1 + 0))ln(e^{x}) + \frac{(e^{x + 1})(e^{x})}{(e^{x})}))\\=&x^{2...
百度试题 结果1 题目Find the derivative of y=e^(3x). 相关知识点: 试题来源: 解析 The derivative of y=e^(3x) is 3e^(3x).反馈 收藏
😳 : 函数y=3^x.e^(-3x) 求导 👉 导数 导数（Derivative），也叫导函数值。又名微商，是微积分中的重要基础概念。当函数y=f（x）的自变量x在一点x0上产生一个增量Δx时，函数输出值的增量Δy与自变量增量Δx的比值在Δx趋于0时的极限a如果存在，a即为在x0处的导数，记作...
代数输入 三角输入 微积分输入 矩阵输入 loge(2) =0.6931471805599453 求值 ln(2)≈0.693147181 测验 Algebra loge2
导数（Derivative），也叫导函数值。又名微商，是微积分中的重要基础概念。当函数y=f（x）的自变量x在一点x0上产生一个增量Δx时，函数输出值的增量Δy与自变量增量Δx的比值在Δx趋于0时的极限a如果存在，a即为在x0处的导数，记作f’（x0）或df（x0）/dx。导数是函数的局部性质。一个函数...
Question: Evaluate ddxe3x2+3x. Derivative: The rate measure of how a function changes its value according to some variable is known as the derivative. We will use the following formula to solve this d dxex=ex d dxxn=nxn−1 Answer and Explanation: Become...