\ANG{
% 10/Geometrie/Zylinder und Kegel
%%\item 
\parbox[t]{7.5cm}{
Die nebenstehend gezeichnete, zur Achse $a$ symmetrische Figur rotiert um die 
Achse $a$. Berechne das Volumen $V$ und die Oberfl"ache $A$ des 
entstehenden Rotationsk"orpers!
}\hfill
\raisebox{2mm}{\parbox[t]{6.4cm}{\scriptsize\vspace{0pt}

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\plot 70.00 93.00 90.00 128.00 /
\plot 90.00 128.00 131.00 48.00 /
\plot 131.00 48.00 131.00 18.00 /
\plot 131.00 18.00 10.00 18.00 /
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\plot 10.00 14.00 10.00 3.00 /
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\put{\makebox(0,0)[cc]{$1,5\,$cm}} [Bl] at 92.00 144.00
\plot 48.00 128.00 7.00 128.00 /
\plot 67.00 93.00 35.00 93.00 /
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\put{\vector(0,-1){9.00}} [Bl] at 19.00 102.00
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}}
}
\LSG{ $V=54{,}6\,\pi\,$cm$^3$\\
            $A=56\,\pi\,$cm$^2$
}