Notes in KIT HM1/2 SS2023

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Status	Last Update	Fields
Published	08/08/2023	[$](\tan(x))'= \ ?[/$]
Published	08/08/2023	[$]\left(c^x\right)^{\prime}= \ ?[/$]
Published	08/08/2023	[$](\log (\|x\|))^{\prime}= \ ?[/$]
Published	08/08/2023	[$]\left(\log _c(\|x\|)\right)^{\prime}= \ ?[/$]
Published	08/08/2023	[$](\arcsin (x))^{\prime}= \ ?[/$]
Published	08/08/2023	[$](\arccos (x))^{\prime}= \ ?[/$]
Published	08/08/2023	[$](\arctan (x))^{\prime}= \ ?[/$]
Published	08/08/2023	[$](\sinh (x))^{\prime}= \ ?[/$]
Published	08/08/2023	[$](\cosh (x))^{\prime}= \ ?[/$]
Published	08/08/2023	[$](\tanh (x))^{\prime}= \ ?[/$]
Published	08/08/2023	[latex]$$\begin{array}{c\|\|c\|c\|c\|c\|c}x & 0 & \frac{\pi}{6} & \frac{\pi}{4} & \frac{\pi}{3} & \frac{\pi}{2} \\\hline \sin (x) & …
Published	08/08/2023	[$]\sin (x)=\sin (\ ? \ )[/$]
Published	08/08/2023	[$]-\sin (x)=\sin ( \ ? \ )[/$]
Published	08/08/2023	[$]\cos (x)=\cos (\ ? \ )[/$]
Published	08/08/2023	[$]-\cos (x)=\cos ( \ ? \ )[/$]
Published	08/08/2023	[$]cos(x)=sin(\ ? \ )[/$]
Published	08/08/2023	[$]sin(x)=cos(\ ? \ )[/$]
Published	08/08/2023	[$]\sum_{n=?}^{\infty} \ ? \ =\log (x+1)[/$]
Published	08/08/2023	[$]\sum_{n=?}^{\infty} \ ? \ =\sin (x)[/$]
Published	08/08/2023	[$]\sum_{n=?}^{\infty} \ ? \ =\sinh (x)[/$]
Published	08/08/2023	[$]\sum_{n=0}^{\infty} x^n=\ ?[/$]
Published	08/08/2023	[$]\sum_{n=0}^{\infty} \frac{x^n}{n !}= \ ?[/$]
Published	08/08/2023	[$]\sum_{n=?}^{\infty} \ ? \ =\cos (x)[/$]
Published	08/08/2023	[$]\sum_{n=?}^{\infty} \ ? \ =\cosh (x)[/$]
Published	08/08/2023	[$]\displaystyle\lim _{n \rightarrow \infty} \sqrt[n]{c}= \ ?[/$]
Published	08/08/2023	[$]\displaystyle\lim _{n \rightarrow \infty} \sqrt[n]{n}= \ ? [/$]
Published	08/08/2023	[$]\displaystyle\lim _{n \rightarrow \infty} \sqrt[n]{n^k}= \ ? \, \text { für } k \in \mathbb{N}[/$]
Published	08/08/2023	[$]\displaystyle\lim _{n \rightarrow \infty} \sqrt[n]{n !}=\ ?[/$]
Published	08/08/2023	[$]\displaystyle\lim _{n \rightarrow \infty}\left(1+\frac{x}{n}\right)^n=\ ?[/$]
Published	08/08/2023	[$]\sin (x+y)=\ ?[/$]
Published	08/08/2023	[$]\cos (x+y)=\ ?[/$]
Published	08/08/2023	[$]\sin (2 x)=\ ?[/$]
Published	08/08/2023	[$]\sin^2(x)+\cos^2(x)=\ ?[/$]
Published	08/08/2023	[$]\sinh^2(x)=\ ?[/$]
Published	08/08/2023	[$]\mathrm{e}^{\mathrm{i} y}=\ ?[/$]
Published	08/08/2023	[$]\mathrm{e}^{-\mathrm{i} y}=\ ?[/$]
Published	08/08/2023	[$]e^{-i\pi}=\ ?[/$]
Published	08/08/2023	Beziehung zwischen der e-Funktion und[$]\sin(x)=\ ?[/$]
Published	08/08/2023	Beziehung zwischen der e-Funktion und[$]\cos(x)=\ ?[/$]
Published	08/08/2023	Beziehung zwischen der e-Funktion und[$]\sinh (x)=\ ?[/$]
Published	08/08/2023	Beziehung zwischen der e-Funktion und[$]\cosh (x)=\ ?[/$]
Published	08/08/2023	[$]\sum_{n=1}^\infty \frac{1}{n}[/$]
Status	Last Update	Fields