U
![2 \times2](/media/m/f/e/f/fef54b909f5d1d97b2e860b0e08a5255.png)
kvadratu nasumično je odabrana točka. Kolika je vjerojatnost da nasumično odabran
![1\times1](/media/m/e/4/9/e49c36d37c80f8e9af0430c990b97238.png)
kvadrat unutar većeg kvadrata sadrži tu točku?
A point is randomly selected in a
![2 \times2](/media/m/f/e/f/fef54b909f5d1d97b2e860b0e08a5255.png)
square. What is the probability that a randomly selected
![1\times1](/media/m/e/4/9/e49c36d37c80f8e9af0430c990b97238.png)
square within a larger square contains that point?
[lang = hr]
U $2 \times2$ kvadratu nasumično je odabrana točka. Kolika je vjerojatnost da nasumično odabran $1\times1$ kvadrat unutar većeg kvadrata sadrži tu točku?
[/lang]
[lang = en]
A point is randomly selected in a $2 \times2$ square. What is the probability that a randomly selected $1\times1$ square within a larger square contains that point?
[/lang]