Ako krenemo sve prirodne brojeve pisati redom, jednog pored drugog, bez razmaka, koja će se znamenka naći na
![2021.](/media/m/5/4/c/54cf13618e377363b59c24b6a176c2a2.png)
mjestu?
If we started writing all natural numbers in order, one after another, without spaces, which digit would be in the
![2021\text{st}](/media/m/d/f/5/df5afd986caf783de902a86a7ec8097e.png)
place?
[lang=hr]
Ako krenemo sve prirodne brojeve pisati redom, jednog pored drugog, bez razmaka, koja će se znamenka naći na $2021.$ mjestu?
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[lang=en]
If we started writing all natural numbers in order, one after another, without spaces, which digit would be in the $2021\text{st}$ place?
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