Notes in Formulaire MPSI

To Subscribe, use this Key

Status	Last Update	Fields
Published	11/18/2023	$a^{b+c} = $
Published	11/18/2023	$(a^b)^c=$
Published	11/18/2023	$ln(ab) =$
Published	11/18/2023	$ln(a^b) =$
Published	11/18/2023	$a^2 - b^2 =$
Published	11/18/2023	$a^3 - b^3=$
Published	11/18/2023	$a^3 + b^3=$
Published	11/18/2023	$a^n-b^n = $
Published	11/18/2023	$(a+b)^n = $
Published	11/18/2023	$\sum^n_{k=0}k =$
Published	11/18/2023	Si $q \neq 1$alors $\sum^n_{k=0}q^k =$
Published	11/18/2023	Si $(u_n)$ est arithmétique et si $p \leq q$ alors $\sum^q_{k=p}u_k=$
Published	11/18/2023	$\tan x =$
Published	11/18/2023	$cotan(x) = $
Published	11/18/2023	$\cos(a+b)=$
Published	11/18/2023	$\cos(a-b)= $
Published	11/18/2023	$\sin(a+b) = $
Published	11/18/2023	$\sin(a-b) =$
Published	11/18/2023	$\tan(a+b) = $
Published	11/18/2023	$\tan(a-b) =$
Published	11/18/2023	La classique $\sin^2x + \cos^2x = $
Published	11/18/2023	$\frac{1}{cos^2x} = $
Published	11/18/2023	$\frac{1}{\sin^2x} = $
Published	11/18/2023	$\cos 2x= $
Published	11/18/2023	$\sin 2x= $
Published	11/18/2023	$\tan(2x) = $
Published	11/18/2023	$\tan(2x) =$
Published	11/18/2023	$\sin x =$ en fonction de $t = \tan\frac{x}{2}$
Published	11/18/2023	$\cos x =$ en fonction de $t = \tan\frac{x}{2}$
Published	11/18/2023	$\tan x =$ en fonction de $t = \tan\frac{x}{2}$
Published	11/18/2023	$\cos (-x)=\space ... \space \space\sin (-x)= \space ... \space \space\tan (-x)=\space ... $
Published	11/18/2023	$\sin (\frac{\pi}{2}-x) = $
Published	11/18/2023	$\cos (\frac{\pi}{2}-x) = $
Published	11/18/2023	$\tan (\frac{\pi}{2}-x) = $
Published	11/18/2023	$\sin(x+\pi) = $
Published	11/18/2023	$\cos(x+\pi)=$
Published	11/18/2023	$\tan(x+\pi) = $
Published	11/18/2023	$\sin(x+n\pi) = $
Published	11/18/2023	$\cos(x+n\pi) = $
Published	11/18/2023	$\tan(x+n\pi) = $
Published	11/18/2023	$\sin(x+\frac{\pi}{2}) = $
Published	11/18/2023	$\sin'x = $
Published	11/18/2023	$\cos'x = $
Published	11/18/2023	$\sin^{(n)}x =$
Published	11/18/2023	$\cos^{(n)}x =$
Published	11/18/2023	$\tan'x = $
Published	11/18/2023	$\cos x= \cos a \Leftrightarrow$
Published	11/18/2023	$\sin x= \sin a $
Published	11/18/2023	$\tan x = \tan a \Leftrightarrow$
Published	11/18/2023	$e^{ix}=e^{ia} \Leftrightarrow$
Published	11/18/2023	$(g\circ f)'=$
Published	11/18/2023	Pour tout $n \in \mathbb{Q}, (f^n)' =$
Published	11/18/2023	$\cos^2x = $
Published	11/18/2023	$\sin^2x = $
Published	11/18/2023	$\cos a \cos b = $
Published	11/18/2023	$\sin a \sin b =$
Published	11/18/2023	$\sin a \cos b = $
Published	11/18/2023	$\cos a + \cos b= $
Published	11/18/2023	$\cos a - \cos b= $
Published	11/18/2023	$\sin a + \sin b=$
Published	11/18/2023	$\sin a - \sin b= $
Published	11/19/2023	Test
New Card	11/19/2023	Valeur argument complexe
New Card	11/19/2023	$\frac{1}{z} = $
New Card	11/19/2023	Inégalité triangulaire
New Card	11/19/2023	$\frac{1}{i} = $
New Card	11/19/2023	$\frac{1}{j} = $
New Card	11/19/2023	$z^n = 1 \Leftrightarrow$
New Card	11/19/2023	$\frac{1+it}{1-it} = $
New Card	11/19/2023	Complexes en python
New Card	11/21/2023	Définition intégrale de Wallis
New Card	11/21/2023	Monotonie intégrale Wallis
New Card	11/21/2023	Relation de récurrence des intégrales de Wallis + constance
New Card	11/21/2023	Suite constante découlant des intégrales de Wallis
New Card	11/21/2023	$W_{2p} = \;...\;\;W_{2p+1} = \;....$
New Card	11/21/2023	Calcul équivalent en + inf wallis
New Card	11/21/2023	$1/2 + \sum_{k=1}^n\cos(k\theta)$ Noyau de Dirichlet
New Card	11/21/2023	Rédaction intégrale
New Card	11/21/2023	Formule de striling
New Card	11/22/2023	Cos et sin et tan en focntion partie X et module
New Card	11/22/2023	$\ch(x)=$
New Card	11/22/2023	$\sh(x)=$
New Card	12/03/2023	Matrice complexe de taille 2 non diagonalisable
Status	Last Update	Fields

Status	Last Update	Fields
Published	11/18/2023	\(a^{b+c} = \)
Published	11/18/2023	\((a^b)^c=\)
Published	11/18/2023	\(ln(ab) =\)
Published	11/18/2023	\(ln(a^b) =\)
Published	11/18/2023	\(a^2 - b^2 =\)
Published	11/18/2023	\(a^3 - b^3=\)
Published	11/18/2023	\(a^3 + b^3=\)
Published	11/18/2023	\(a^n-b^n = \)
Published	11/18/2023	\((a+b)^n = \)
Published	11/18/2023	\(\sum^n_{k=0}k =\)
Published	11/18/2023	Si \(q \neq 1\)alors \(\sum^n_{k=0}q^k =\)
Published	11/18/2023	Si \((u_n)\) est arithmétique et si \(p \leq q\) alors \(\sum^q_{k=p}u_k=\)
Published	11/18/2023	\(\tan x =\)
Published	11/18/2023	\(cotan(x) = \)
Published	11/18/2023	\(\cos(a+b)=\)
Published	11/18/2023	\(\cos(a-b)= \)
Published	11/18/2023	\(\sin(a+b) = \)
Published	11/18/2023	\(\sin(a-b) =\)
Published	11/18/2023	\(\tan(a+b) = \)
Published	11/18/2023	\(\tan(a-b) =\)
Published	11/18/2023	La classique \(\sin^2x + \cos^2x = \)
Published	11/18/2023	\(\frac{1}{cos^2x} = \)
Published	11/18/2023	\(\frac{1}{\sin^2x} = \)
Published	11/18/2023	\(\cos 2x= \)
Published	11/18/2023	\(\sin 2x= \)
Published	11/18/2023	\(\tan(2x) = \)
Published	11/18/2023	\(\tan(2x) =\)
Published	11/18/2023	\(\sin x =\) en fonction de \(t = \tan\frac{x}{2}\)
Published	11/18/2023	\(\cos x =\) en fonction de \(t = \tan\frac{x}{2}\)
Published	11/18/2023	\(\tan x =\) en fonction de \(t = \tan\frac{x}{2}\)
Published	11/18/2023	\(\cos (-x)=\space ... \space \space\sin (-x)= \space ... \space \space\tan (-x)=\space ... \)
Published	11/18/2023	\(\sin (\frac{\pi}{2}-x) = \)
Published	11/18/2023	\(\cos (\frac{\pi}{2}-x) = \)
Published	11/18/2023	\(\tan (\frac{\pi}{2}-x) = \)
Published	11/18/2023	\(\sin(x+\pi) = \)
Published	11/18/2023	\(\cos(x+\pi)=\)
Published	11/18/2023	\(\tan(x+\pi) = \)
Published	11/18/2023	\(\sin(x+n\pi) = \)
Published	11/18/2023	\(\cos(x+n\pi) = \)
Published	11/18/2023	\(\tan(x+n\pi) = \)
Published	11/18/2023	\(\sin(x+\frac{\pi}{2}) = \)
Published	11/18/2023	\(\sin'x = \)
Published	11/18/2023	\(\cos'x = \)
Published	11/18/2023	\(\sin^{(n)}x =\)
Published	11/18/2023	\(\cos^{(n)}x =\)
Published	11/18/2023	\(\tan'x = \)
Published	11/18/2023	\(\cos x= \cos a \Leftrightarrow\)
Published	11/18/2023	\(\sin x= \sin a \)
Published	11/18/2023	\(\tan x = \tan a \Leftrightarrow\)
Published	11/18/2023	\(e^{ix}=e^{ia} \Leftrightarrow\)
Published	11/18/2023	\((g\circ f)'=\)
Published	11/18/2023	Pour tout \(n \in \mathbb{Q}, (f^n)' =\)
Published	11/18/2023	\(\cos^2x = \)
Published	11/18/2023	\(\sin^2x = \)
Published	11/18/2023	\(\cos a \cos b = \)
Published	11/18/2023	\(\sin a \sin b =\)
Published	11/18/2023	\(\sin a \cos b = \)
Published	11/18/2023	\(\cos a + \cos b= \)
Published	11/18/2023	\(\cos a - \cos b= \)
Published	11/18/2023	\(\sin a + \sin b=\)
Published	11/18/2023	\(\sin a - \sin b= \)
Published	11/19/2023	Test
New Card	11/19/2023	Valeur argument complexe
New Card	11/19/2023	\(\frac{1}{z} = \)
New Card	11/19/2023	Inégalité triangulaire
New Card	11/19/2023	\(\frac{1}{i} = \)
New Card	11/19/2023	\(\frac{1}{j} = \)
New Card	11/19/2023	\(z^n = 1 \Leftrightarrow\)
New Card	11/19/2023	\(\frac{1+it}{1-it} = \)
New Card	11/19/2023	Complexes en python
New Card	11/21/2023	Définition intégrale de Wallis
New Card	11/21/2023	Monotonie intégrale Wallis
New Card	11/21/2023	Relation de récurrence des intégrales de Wallis + constance
New Card	11/21/2023	Suite constante découlant des intégrales de Wallis
New Card	11/21/2023	\(W_{2p} = \;...\;\;W_{2p+1} = \;....\)
New Card	11/21/2023	Calcul équivalent en + inf wallis
New Card	11/21/2023	\(1/2 + \sum_{k=1}^n\cos(k\theta)\) Noyau de Dirichlet
New Card	11/21/2023	Rédaction intégrale
New Card	11/21/2023	Formule de striling
New Card	11/22/2023	Cos et sin et tan en focntion partie X et module
New Card	11/22/2023	$\ch(x)=$
New Card	11/22/2023	$\sh(x)=$
New Card	12/03/2023	Matrice complexe de taille 2 non diagonalisable
Status	Last Update	Fields