\mnb150ÿ{\rtf1\ansi\deff0\deftab720{\fonttbl{\f0\fswiss MS Sans Serif;}{\f1\froman\fcharset2 Symbol;}{\f2\fswiss\fprq2 System;}{\f3\fmodern\fprq1 Courier New;}{\f4\froman\fcharset1 Times New Roman;}{\f5\froman\fcharset1 Times New Roman;}} {\colortbl\red0\green0\blue0;\red255\green0\blue0;\red0\green0\blue255;} \deflang1031\pard\ri4\plain\f3\fs22\cf1 \par \plain\f5\fs22\cf0 Hier tragt ihr eure Matrikelnummer ein indem ihr eure Matrikelnummer beginnend mit der ersten Ziffer \par als M[1] eintragt. \par \plain\f3\fs22\cf1 \par \pard\li300\ri5\fi-300{\*\pn\pnlvlblt\pnf1\pnindent300{\pntxtb\'b7}}\plain\f3\fs22\cf1 {\pntext\f1\'b7\tab}M[1] := 6: \par \pard\li600\ri1\fi-300\plain\f3\fs22\cf1 M[2] := 5: \par M[3] := 4: \par M[4] := 3: \par M[5] := 2: \par M[6] := 1: \par M[7] := 0: \par \par \pard\li300\ri5\fi-300{\*\pn\pnlvlblt\pnf1\pnindent300{\pntxtb\'b7}}\plain\f3\fs22\cf1 {\pntext\f1\'b7\tab}z[1] := M[1] + I * M[2]: z[2] := M[1] - I * M[2]: z[3] := M[1] + I * M[7]: A := z[1] * z[2] / z[3]: \par {\pntext\f1\'b7\tab}Re(A) \par \pard\li600\ri1\fi-300\plain\f3\fs22\cf1 \par \pard\li50\ri6\plain\f3\fs22\cf2\protect {\pict\wmetafile8\picw917\pich1372\picwgoal519\pichgoal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}\plain\f3\fs22\cf2\protect \par \pard\li50\ri2\plain\f3\fs22\cf2\protect \par \pard\ri4\plain\f4\fs22\cf0 Dies hier stellt den Realteil dar. \par \plain\f3\fs22\cf1 \par \pard\li300\ri5\fi-300{\*\pn\pnlvlblt\pnf1\pnindent300{\pntxtb\'b7}}\plain\f3\fs22\cf1 {\pntext\f1\'b7\tab}Im(A); \par \pard\li600\ri1\fi-300\plain\f3\fs22\cf1 \par \pard\li50\ri6\plain\f3\fs22\cf2\protect {\pict\wmetafile8\picw564\pich827\picwgoal319\pichgoal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}\plain\f3\fs22\cf2\protect \par \pard\li50\ri2\plain\f3\fs22\cf2\protect \par \pard\ri4\plain\f4\fs22\cf0 Und hier siehst du den Imagin\'e4rteil deines Ergebnisses.\plain\f3\fs22\cf1 \par }