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\begin{document}
\raggedright





\renewcommand{\thesection}{}
\section{Grupa A - Pismeni ispit iz Matematike, 23.01.2014.,
ispit pisati isključivo hemiskom olovkom, prije rješenja prepisati postavku (tekst) zadatka}
\setcounter{zad}{0}




\begin{zad}
Naći ekstreme funkcije $\displaystyle{z=\frac{1}{3}x^3-2xy+x+3y^2-4y}$
\end{zad}




\begin{zad}
Izračunati integrale ($a$) $\displaystyle{\int\frac{x-1}{\sqrt{-1+4x-x^2}}\dx}$; ($b$) $\displaystyle{\int\frac{4x^2+11x-2}{x^3-3x-2}\dx}$.
\end{zad}




\begin{zad}
Odrediti površinu figure ograničene parabolom $4x=8y-y^2$ i pravom $4x=y+6$.
\end{zad}




\begin{zad}
Rješiti diferencijalnu jednačinu $y'-y\,\ctg x=\sin x$.
\end{zad}






















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\vspace*{2mm}


\renewcommand{\thesection}{}
\section{Grupa B - Pismeni ispit iz Matematike, 23.01.2014.,
ispit pisati isključivo hemiskom olovkom, prije rješenja prepisati postavku (tekst) zadatka}
\setcounter{zad}{0}






\begin{zad}
Naći ekstreme funkcije $\displaystyle{z=\frac{1}{3}x^3-2xy+x+3y^2-4y}$
\end{zad}




\begin{zad}
Izračunati integrale ($a$) $\displaystyle{\int\frac{x-1}{\sqrt{-1+4x-x^2}}\dx}$; ($b$) $\displaystyle{\int\frac{4x^2+11x-2}{x^3-3x-2}\dx}$.
\end{zad}




\begin{zad}
Odrediti površinu figure ograničene parabolom $4x=8y-y^2$ i pravom $4x=y+6$.
\end{zad}




\begin{zad}
Rješiti diferencijalnu jednačinu $y'-y\,\ctg x=\sin x$.
\end{zad}










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\vspace*{2mm}


\renewcommand{\thesection}{}
\section{Grupa C - Pismeni ispit iz Matematike, 23.01.2014.,
ispit pisati isključivo hemiskom olovkom, prije rješenja prepisati postavku (tekst) zadatka}
\setcounter{zad}{0}





\begin{zad}
Naći ekstreme funkcije $\displaystyle{z=\frac{1}{3}x^3-2xy+x+3y^2-4y}$
\end{zad}




\begin{zad}
Izračunati integrale ($a$) $\displaystyle{\int\frac{x-1}{\sqrt{-1+4x-x^2}}\dx}$; ($b$) $\displaystyle{\int\frac{4x^2+11x-2}{x^3-3x-2}\dx}$.
\end{zad}




\begin{zad}
Odrediti površinu figure ograničene parabolom $4x=8y-y^2$ i pravom $4x=y+6$.
\end{zad}




\begin{zad}
Rješiti diferencijalnu jednačinu $y'-y\,\ctg x=\sin x$.
\end{zad}





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\renewcommand{\thesection}{}
\section{Grupa D - Pismeni ispit iz Matematike, 23.01.2014.,
ispit pisati isključivo hemiskom olovkom, prije rješenja prepisati postavku (tekst) zadatka}
\setcounter{zad}{0}




\begin{zad}
Naći ekstreme funkcije $\displaystyle{z=\frac{1}{3}x^3-2xy+x+3y^2-4y}$
\end{zad}




\begin{zad}
Izračunati integrale ($a$) $\displaystyle{\int\frac{x-1}{\sqrt{-1+4x-x^2}}\dx}$; ($b$) $\displaystyle{\int\frac{4x^2+11x-2}{x^3-3x-2}\dx}$.
\end{zad}




\begin{zad}
Odrediti površinu figure ograničene parabolom $4x=8y-y^2$ i pravom $4x=y+6$.
\end{zad}




\begin{zad}
Rješiti diferencijalnu jednačinu $y'-y\,\ctg x=\sin x$.
\end{zad}






















%%*********************************************



%%********************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************





\vspace*{2mm}


\renewcommand{\thesection}{}
\section{Grupa B - Pismeni ispit iz Matematike, 23.01.2014.,
ispit pisati isključivo hemiskom olovkom, prije rješenja prepisati postavku (tekst) zadatka}
\setcounter{zad}{0}






\begin{zad}
Naći ekstreme funkcije $\displaystyle{z=\frac{1}{3}x^3-2xy+x+3y^2-4y}$
\end{zad}




\begin{zad}
Izračunati integrale ($a$) $\displaystyle{\int\frac{x-1}{\sqrt{-1+4x-x^2}}\dx}$; ($b$) $\displaystyle{\int\frac{4x^2+11x-2}{x^3-3x-2}\dx}$.
\end{zad}




\begin{zad}
Odrediti površinu figure ograničene parabolom $4x=8y-y^2$ i pravom $4x=y+6$.
\end{zad}




\begin{zad}
Rješiti diferencijalnu jednačinu $y'-y\,\ctg x=\sin x$.
\end{zad}










%%**********************************************



%%********************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************









\vspace*{2mm}


\renewcommand{\thesection}{}
\section{Grupa D - Pismeni ispit iz Matematike, 23.01.2014.,
ispit pisati isključivo hemiskom olovkom, prije rješenja prepisati postavku (tekst) zadatka}
\setcounter{zad}{0}





\begin{zad}
Naći ekstreme funkcije $\displaystyle{z=\frac{1}{3}x^3-2xy+x+3y^2-4y}$
\end{zad}




\begin{zad}
Izračunati integrale ($a$) $\displaystyle{\int\frac{x-1}{\sqrt{-1+4x-x^2}}\dx}$; ($b$) $\displaystyle{\int\frac{4x^2+11x-2}{x^3-3x-2}\dx}$.
\end{zad}




\begin{zad}
Odrediti površinu figure ograničene parabolom $4x=8y-y^2$ i pravom $4x=y+6$.
\end{zad}




\begin{zad}
Rješiti diferencijalnu jednačinu $y'-y\,\ctg x=\sin x$.
\end{zad}





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%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
%%***********************************************************
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\end{document}