Marinada '23

[lang=hr] $2$ auta voze jedan prema drugome (svaki s prometno ispravne strane ceste) stalnim brzinama u intervalu $[0,100]$ $kmh^{-1}$. Cesta je duljine $100\,km$. Svaki auto kreće s jednog kraja ceste. \\ Točka $C$ se nalazi na cesti $48\,km$ udaljena od prvog auta. Točka $D$ se nalazi na cesti $48\,km$ od drugog auta. \\ Kolika je vjerojatnost da će se auti mimoići na dijelu ceste omeđenom točkama $C$ i $D$? [/lang] [lang=en] $2$ cars are driving toward each other (each on the correct side of the road) with constant speed from interval $[0,100]$ $kmh^{-1}$. The road is $100\,km$ long. Each car starts moving from different side. \\ Point $C$ is located on the road $48\,km$ away from the first car. Point $D$ is located on the road $48\,km$ from the second car. \\ What's the probability that cars will pass each other somewhere between points $C$ and $D$? [/lang]