Project ID:
6000000054
Accepted:
Typ:
Layout:
Question:
Grafu funkcie $f$ priraďte správne tvrdenie týkajúce sa derivácie $f'$ funkcie $f$.
Questions Title:
Grafy:
Answers Title:
Tvrdenie:
Question 1:
{\obrA}
Question 1 Image:
Answer 1:
$f'(-2)=1$, $f'(0)$ neexistuje, $f'(2)=-2$
Question 2:
{\obrB}
Question 2 Image:
Answer 2:
$f'(-2)=1$, $f'(0)=0$, $f'(2)=-2$
Question 3:
{\obrC}
Question 3 Image:
Answer 3:
$f'(-2)=0$, $f'(0)$ neexistuje, $f'(2)=-2$
Question 4:
{\obrD}
Question 4 Image:
Answer 4:
$f'(-2)=-1$, $f'(0)=2$, $f'(2)=0$
Answer 5:
$f'(-2)=0$, $f'(0)$ neexistuje, $f'(2)=-1$
Answer 6:
$f'(-2)=1$, $f'(0)=2$, $f'(2)=-2$
Tex:
% tiket 32300
\NastavOD{2}
\def\obrA{\obrMsr[x=0.6cm,y=0.6cm]{-4}{4}{-3}4
{
\footnotesize
\obrClip
\draw[gray!30, thin, step=1] (-4,-3) grid (4,4);
\obrOsaX[above left]
\obrOsaY[below right]
\obrPopisX[below]{-2,2}
\obrPopisY[left]{-2,2}
\obrZnackyX{-3,-1,1,3}
\obrZnackyY{-1,1,3}
\draw[thick,red] (-4,-2) -- (0,2) -- (1,2) -- (4,-4);
\draw[red] (1,2) node [above right]{$f$};
}}
\def\obrB{\obrMsr[x=0.6cm,y=0.6cm]{-4}{4}{-3}4
{
\footnotesize
\obrClip
\draw[gray!30, thin, step=1] (-4,-3) grid (4,4);
\obrOsaX[above left]
\obrOsaY[below right]
\obrPopisX[below]{-2,2}
\obrPopisY[left]{-2,2}
\obrZnackyX{-3,-1,1,3}
\obrZnackyY{-1,1,3}
\draw[thick,red] (-4,-2) -- (-1,1) -- (1,1) -- (3,-3);
\draw[red] (1,1) node [above right]{$f$};
}}
\def\obrC{\obrMsr[x=0.6cm,y=0.6cm]{-4}{4}{-3}4
{
\footnotesize
\obrClip
\draw[gray!30, thin, step=1] (-4,-3) grid (4,4);
\obrOsaX[above left]
\obrOsaY[below right]
\obrPopisX[below]{-2,2}
\obrPopisY[left]{-2,2}
\obrZnackyX{-3,-1,1,3}
\obrZnackyY{-1,1,3}
\draw[thick,red] (-4,1) -- (0,1) -- (1,2) -- (4,-4);
\draw[red] (1,2) node [above right]{$f$};
}}
\def\obrD{\obrMsr[x=0.6cm,y=0.6cm]{-4}{4}{-3}4
{
\footnotesize
\obrClip
\draw[gray!30, thin, step=1] (-4,-3) grid (4,4);
\obrOsaX[above left]
\obrOsaY[below right]
\obrPopisX[below]{-2,2}
\obrPopisY[left]{-2,2}
\obrZnackyX{-3,-1,1,3}
\obrZnackyY{-1,1,3}
\draw[thick,red] (-4,2) -- (-1,-1) -- (1,3) -- (4,3);
\draw[red] (1,3) node [above left]{$f$};
}}