Fluggeschwindigkeit der Rakete: $2509\frac{m}{s}2509\backslash ;\backslash frac\; ms$

Flugdauer der Rakete: $27.27.\backslash ;$ Januar $13:29:3813:29:38$ bis $5.5.$ Febuar $3:02:583:02:58$

Zeit ausrechnen vom 27. Januar  $13:29:38\mathrm{U}\mathrm{h}\mathrm{r}13:29:38\backslash ;\backslash mathrm\{Uhr\}$ bis zum 28. Januar $00:00\mathrm{U}\mathrm{h}\mathrm{r}00:00\backslash ;\backslash mathrm\{Uhr\}$

$24:00:-13:29:38=24:00:-13:29:38=$

$=10h30\min 22s=10h\backslash ;30\backslash min\backslash ;22s$

Zeit vom 28. Januar $00:00\mathrm{U}\mathrm{h}\mathrm{r}00:00\backslash ;\backslash mathrm\{Uhr\}$ bis 5. Februar $3:02:58\mathrm{U}\mathrm{h}\mathrm{r}3:02:58\backslash ;\backslash mathrm\{Uhr\}$ berechnen

$8\cdot 24h+3h2\min 58s=8\backslash cdot24h+3h\backslash ;2\backslash min\backslash ;58s=$

$=195h2\min 58s=195h\backslash ;2\backslash min\backslash ;58s$

Beide Zeiten addieren .

$195h2\min 58s+10h30\min 22s=195h\backslash ;2\backslash min\backslash ;58s+10h\backslash ;30\backslash min\backslash ;22s=$

$=205h33\min 20s\widehat{=}740000s=205h\backslash ;33\backslash min\backslash ;20s\backslash widehat=740000s$

Flugzeit mit den $2509\frac{m}{s}2509\backslash frac\; ms$ multiplizieren .

$740000s\cdot 2509\frac{m}{s}=740000s\backslash cdot2509\backslash frac\; ms=$

$=\mathrm{1.856.660.000}m\widehat{=}\mathrm{1.856.660}\mathrm{k}\mathrm{m}=1.856.660.000m\backslash widehat=1.856.660\backslash mathrm\{km\}$