Cube -- Angles

Submitted by ladislav.foltyn on Mon, 06/10/2019 - 16:00
Project ID: 
5000000069
Accepted: 
SubArea: 
Metric properties
Template: 
B
Question: 
\vspace{-2em} Unknown environment 'minipage' \hfill Unknown environment 'minipage' \vspace{-2em}
Question Row 1: 
\ifen the lines BE and CH: \fi \ifcs přímkami BE a CH: \fi \ifpl prostymi BE i CH: \fi \ifsk priamkami BE a CH: \fi \ifes las rectas BE y CH: \fi
Answer Row 1: 
*0∘, 45∘, 60∘, 90∘
Question Row 2: 
\ifen the lines BE and BC: \fi \ifcs přímkami BE a BC: \fi \ifpl prostymi BE i BC: \fi \ifsk priamkami BE a BC: \fi \ifes las rectas BE y BC: \fi
Answer Row 2: 
30∘, 35,3∘, 45∘, *90∘
Question Row 3: 
\ifen the lines BE and BG: \fi \ifcs přímkami BE a BG: \fi \ifpl prostymi BE i BG: \fi \ifsk priamkami BE a BG: \fi \ifes las rectas BE y BG: \fi
Answer Row 3: 
30∘, 45∘, *60∘, 90∘
Question Row 4: 
\ifen the lines BE and FG: \fi \ifcs přímkami BE a FG: \fi \ifpl prostymi BE i FG: \fi \ifsk priamkami BE a FG: \fi \ifes las rectas BE y FG: \fi
Answer Row 4: 
30∘, 35,3∘, *90∘, 120∘
Question Row 5: 
\ifen the line BE and the plane ADH: \fi \ifcs přímkou BE a rovinou ADH: \fi \ifpl prostą BE i płaszczyzną ADH: \fi \ifsk priamkou BE a rovinou ADH: \fi \ifes la recta BE y el plano ADH \fi
Answer Row 5: 
30∘, *45∘, 60∘, 90∘
Question Row 6: 
\ifen the line BE and the plane ABC: \fi \ifcs přímkou BE a rovinou ABC: \fi \ifpl prostą BE i płaszczyzną ABC: \fi \ifsk priamkou BE a rovinou ABC: \fi \ifes la recta BE y el plano ABC \fi
Answer Row 6: 
35,3∘, *45∘, 60∘, 90∘
Question Row 7: 
\ifen the line $BE$ and the plane $AFG$: \fi \ifcs přímkou $BE$ a rovinou $AFG$: \fi \ifpl prostą $BE$ i płaszczyzną $AFG$: \fi \ifsk priamkou $BE$ a rovinou $AFG$: \fi \ifes la recta $BE$ y el plano $AFG$ \fi
Answer Row 7: 
0∘, 45∘, 60∘, *90∘
Question Row 8: 
\ifen the line BE and the plane DBF: \fi \ifcs přímkou BE a rovinou DBF: \fi \ifpl prostą BE i płaszczyzną DBF: \fi \ifsk priamkou BE a rovinou DBF: \fi \ifes la recta BE y el plano DBF \fi
Answer Row 8: 
*30∘, 45∘, 60∘, 90∘
Tex: 
% tiket 33042 \MsrTabulka[0pt]{0.5\linewidth}{0.4\linewidth} \pocetsloupcu{4} \def\obrA{\obrMsr[x=1.5cm,y=1.5cm,z=0.2cm]{-1}2{-1}2 { \pgfmathsetmacro{\cubex}{1} \pgfmathsetmacro{\cubey}{1} \pgfmathsetmacro{\cubez}{2} \coordinate (A) at (0,0,0); \coordinate (B) at (\cubex,0,0); \coordinate (C) at (\cubex.2,0,\cubez); \coordinate (D) at (0.2,0,\cubez); \coordinate (E) at (0,\cubey,0); \coordinate (F) at (\cubex,\cubey,0); \coordinate (G) at (\cubex.2,\cubey,\cubez); \coordinate (H) at (0.2,\cubey,\cubez); \draw[thick,dashed] (A) -- (D) node [yshift=-6pt,xshift=3pt]{$D$} -- (C) node [yshift=-5pt,xshift=5pt]{$C$}; \draw[thick,dashed] (D) -- (H); \draw[thick] (A) node [yshift=-5pt,xshift=-5pt]{$A$} -- (B) node [yshift=-6pt,xshift=3pt]{$B$} -- (F) node [yshift=6pt,xshift=-3pt]{$F$}-- (E) node [yshift=6pt,xshift=-3pt]{$E$} -- cycle; \draw[thick] (B) -- (C) -- (G) -- (F); \draw[thick] (G) node [yshift=6pt,xshift=3pt]{$G$} -- (H) node [yshift=6pt,xshift=-3pt]{$H$} -- (E); }}