LOL, NISI NI BLIZU. Ok, sada je već Matej malo slan.
Zatim je otkrila da je 
.
Ako Matej pretpostavi da je Patricijina funkcija oblika 
za neke realne brojeve 
i 
, koliko bi tada iznosio 
?
LOL, YOU'RE NOT EVEN CLOSE. Ok, now Matej is a little salty.
Then she revealed that .
If Matej assumes that Patricija's function is of the form for some real numbers and , what would be the value of ?
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\textit{LOL, NISI NI BLIZU}. Ok, sada je već Matej malo slan.
Zatim je otkrila da je $f(6)=6.1$.
Ako Matej pretpostavi da je Patricijina funkcija oblika $f(x) = ax^4 + bx^3 + cx^2 + dx + e$ za neke realne brojeve $a, b, c, d$ i $e$, koliko bi tada iznosio $f(37)$?
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[lang=en]
\textit{LOL, YOU'RE NOT EVEN CLOSE}. Ok, now Matej is a little salty.
Then she revealed that $f(6)=6.1$.
If Matej assumes that Patricija's function is of the form $f(x) = ax^4 + bx^3 + cx^2 + dx + e$ for some real numbers $a, b, c, d$ and $e$, what would be the value of $f(37)$?
[/lang]
