derivative是繁衍,派生;而integral完整,整体的概念. 因此区别在于:integral可以有很多组成,但依然是一个整体; 而anti-derivatove则只要不是繁衍派生的,就不在反对的范畴内. 比如一个公司,可以有很多部分,这是个整...反馈 收藏
答案解析 查看更多优质解析 解答一 举报 derivative是繁衍,派生;而integral完整,整体的概念. 因此区别在于:integral可以有很多组成,但依然是一个整体; 而anti-derivatove则只要不是繁衍派生的,就不在反对的范畴内. 比如一个公司,可以有很多部分,这是个整... 解析看不懂?免费查看同类题视频解析查看解答 ...
Since we know the derivative of the function,so it is the thinking way in math to find a function of F whose derivative is a known function f.If such a function Fexists,we can call it an anti-derivative of f.Let us think about it.For instance,let f(x)=x2.We can find an anti...
(a) Find the derivative of the function f (x) = ln (sin 2 x) + e^{3 x}. (b) Find integral_2^3 g (x) dx if integral g (x) dx = 3 x^2 + 4. Find the anti-derivative: the integral of (x^2 + 1)(2x - 5) dx. Find the anti-derivative. integral x^2 - ...
Find the anti-derivative. {eq}\displaystyle \int x^2(x^2 - 6x) \ dx {/eq} Antiderivative: In calculus, antiderivative is an inverse process of the derivative. It is also known as indefinite integral. We can find the antiderivative of the function if only the function is continuous. ...
Find the most general anti derivative∫(xx+x)x2dx Question: Find the most general anti derivative∫(xx+x)x2dx Indefinite Integral: The antiderivative of the function is always the general form. This is because the constant term C is also attached to the result of the...
In this paper, proportional–integral (PI) and proportional–integral–derivative (PID)-based controllers considering the sleep period limitation, i.e., using an anti-windup (AW) technique, are proposed to improve both the QoS and power-saving performance. Simulations confirm that the proposed ...
Aiming to develop agents that protect against IR more effectively and less toxically, in previous studies, we synthesized a new NIT radical derivative with triphenylphosphine ion (TPP-NIT, Fig. 1A) and used PLGA as a nanocarrier to encapsulate the mitochondrial-targeting NIT radical to form nanopa...
Evaluate the following Anti-Derivative. ∫lnxxdx. Find Antiderivatives Using U-Substitution: When we want to find the antiderivatives of a function, we have to evaluate the indefinite integral of the function. Most of the time when trying to solve integrals we find that they are not...
Answer to: If f (x)= integral_{0}^{x} (t^3 + 7t^2 + 3) dt, find f"(x) (second anti derivative). By signing up, you'll get thousands of step-by-step...