Prove that arctan(x) is bounded (ILIEKMATHPHYSICS) (includes a definition of pi)
10:24
Prove that lim{x→∞} arctan(x) = π/2 and lim{x→-∞} arctan(x) = -π/2 (ILIEKMATHPHYSICS)
1:01:00
TAYLOR SERIES!!! TAYLOR SERIES!!! TAYLOR SERIES!!!
25:17
SCHOOLBOY RUNAWAY hat ein NEUES UPDATE!!😱 (Frühlings Update)
16:28
A very interesting differential equation.
14:45
Where does “e” come from?
20:25
If x ﹥ 0, then x/sqrt(1+x^2) ﹤ arctan(x) ﹤ x Proof (and other properties) (ILIEKMATHPHYSICS)
16:04
The Laplace Transform: a PASSAGEWAY from CALCULUS to ALGEBRA | Fourier Transform Ep. 3
24:46