What is the integral of \frac{-x}{y^2} with respect to __x__? What is the integral of x4 sin 4x dx? If integral from {0} to {6} of f(x) dx = 10 and integral from {0} to {4} of f(x) dx = 7, what is \integral from {4} to {6} of f(x) dx ?
What is the integral of x4 sin 4x dx? Integrate the given function: integral_0^{pi / 4} {sec^2 x dx} / {3 + tan x}. Integrate: integral tan\ 4x dx Find indefinite integral of: \tan ^{3}(3x)dx What is the integral of 1/tan(x) dx?
integral^2_infinity 2 cos x If f(z) = \int_{4}^{1-4x} \frac {sin(t)} {1+t^2} dt, what is f'(x)? What does beta(\beta) mean in math ? We know that e =\lim_n} \rightarrow {\infty \left ( 1+\frac{1}{n} \right )^n . What is the \lim_n} \rightarrow {...
COS 2x 的平方的integral是多少?what is the result of integral of square of COS 2x? 相关知识点: 试题来源: 解析 intergral 指的是积分 ∫(cos2x)^2dx =∫(cos4x+1)/2dx =∫cos4x/2dx+x/2 =sin4x/8+x/2+C(C为常数) 分析总结。 扫码下载作业帮搜索答疑一搜即得答案解析查看更多优质解析举报...
We may write cosn(x)sin(x)cosn(x)sin(x) as a Fourier sine series, so the problem boils down to evaluating ∫+∞0sin(kx)logxxdx∫0+∞sin(kx)logxxdx; The last integral is f′(1)f′(1), where f(a)=∫+∞0sin(kx)xadx=ka−1∫+∞0sinxxadxf...
Find the Antiderivative integral fraction {x^2 + 2x}{ (x + 5) (x - 7)} dx what is the intergral of f(x)' \ when \ f(x)'= \frac {1}{6x^4}-3x^3+\frac {4}{5x}-2? Antiderivative of \frac {(1+\cos^2(2w))}{\cos^2(2w)} from domain x^2 \ to \ 4x . ...
What is the volume of the solid of revolution formed when the region in quadrant l bounded by f(x)=x^2 and g(x)=4x is revolved about the x-axis? (Show your integral in your answer) Answers · 1 A table of values for a continuous function f is shown below. ...
come out of herself. The Church is called to come out of herself and to go to the peripheries, not only geographically, but also the existential peripheries: the mystery of sin, of pain, of injustice, of ignorance and indifference to religion, of intellectual currents, and of all misery....
The formula of L Hopitals rule is limx → af(x) / g(x) = limx → af' (x) / g'(x), where the left side limit gives an indeterminate form by applying the limit x = a. Here f'(x) and g'(x) are the derivatives of the respectivefunctions. ...
The function f is called a potential function because we can draw surfaces of constant value of f in space (surfaces defined by the equation f(x, y, z) = C for any constant C), and then ascertain that whatever the line integral of V represents is only non-zero when we move from on...