Volumen

1) Würfel:


$V=\color{red}{a}\cdot\color{red}{a}\cdot\color{red}{a}$
$A_O=6\color{red}{a}^2$

2) Quader:


$V=\color{red}{a}\cdot \color{blue}{b}\cdot \color{green}{c}$
$A_O=2(\color{red}{a}\color{blue}{b} + \color{red}{a}\color{green}{c} + \color{blue}{b}\color{green}{c})$

3) Pyramide:


$V=\frac{ 1 }{ 3 } \cdot A_{G}\cdot \color{red}{h}$
$A_O=A_G+A_M$

4) Zylinder:


$V=\pi\cdot \color{red}{r}^2\cdot\color{green}{h}$
$A_O=2\pi\color{red}{r}(\color{red}{r}+\color{green}{h})$

5) Kugel:


$V=\frac{4}{3}\cdot\pi\cdot\color{red}{r}^{ 3 }$
$A_O=4\pi\color{red}{r}^2$

6) Kegel:


$V=\frac{1}{3}\cdot\pi\cdot\color{red}{r}^{ 2 }\cdot\color{green}{h}$
$A_O=\pi\color{red}{r}(\color{red}{r}+\color{blue}{s})$