New posts in calculus

A little-o dilemma or the expectation of the KDE

Integral of the derivative of a function of bounded variation

Calculating $\int_{0}^{\infty}\sin(x^{2})dx$

Prove the inequality and limitation

Finding rotation of 3 given lines in 3D until intersection with 3 other given lines

How do I evaluate this integral :$\int \frac{1}{ \sqrt{1-x^2} } \arctan( \frac{\sqrt{1-x^2}}{2})dx$?

Prove that there exist $a \in [-1,1]$, such that $f'''(a)=3f(1)-3f(-1)-6f'(0)$

Calculate $\int_0^\infty\frac{\sin^3{x}}{e^x-1}\mathrm dx$

3D Fourier transform

Derivative and constant function

A complex approach to integral of cardinal sine [duplicate]

Is this logic behind the derivative of $x^x$ a coincidence?

Lipschitz at every point in $[a,b]$ but not Lipschitz on $[a,b]$?

How to prove the closed form of the integral $\int \frac {dx}{\prod_{r=0}^n (x+r)}$

Absolute Value equations in 2 variables ($|x-y|+|x+y|=\sqrt5$) [duplicate]

$(x_n)$ is a sequence of positive numbers. If $\lim n \log\frac{x_n}{x_{n+1}}\gt 1$ then is it true that the series $\sum x_n$ converges? [duplicate]

If $f$ has a vanishing (first or higher) derivative at every point, $f$ is a polynomial

Why does $z^3=0$ have 3 complex roots and not simply just $0$?

How does exactly the $\epsilon$-$\delta$ method tells me I am right?

Question regarding calculus, graph of functions, point of inflection.