Berechnen:

Umrechnen von $\text{ m}\backslash m$ in $\text{ km}\mathrm{.}\backslash km.$

$840\text{ m}={\displaystyle \frac{840}{1000}}=\mathrm{0,84}\text{ km}840\backslash m=\backslash dfrac\{840\}\{1000\}=0\{,\}84\backslash km$

$\mathrm{2,3}\text{ km}+\mathrm{0,84}\text{ km}=\mathrm{3,14}\text{ km}2\{,\}3\backslash km+0\{,\}84\backslash km=\backslash textcolor\{teal\}\{3\{,\}14\}\backslash km$

Berechnen:

Ermitteln des gesuchten Wertes in $[\text{t}][\backslash text\{t\}]$.

$\mathrm{0,520}-\mathrm{0,5}=\mathrm{0,02}0\{,\}520-0\{,\}5=0\{,\}02$

Ermitteln des gesuchten Wertes in $[\text{kg}][\backslash text\{kg\}]$.

$\mathrm{0,02}\cdot 1000=20\text{ kg}0\{,\}02\backslash cdot1000=20\backslash \; \backslash text\{kg\}$

$\mathrm{0,5}\mathrm{t}+20\mathrm{k}\mathrm{g}=\mathrm{0,520}\mathrm{t}\backslash mathrm\{0\{,\}5\backslash \; t+\backslash textcolor\{teal\}\{20\}\backslash \; kg=0\{,\}520\backslash \; t\}$