https://geometrie.idea-sketch.com/index.php?action=history&feed=atom&title=Serie_06 2026-07-01T14:29:20Z Versionsgeschichte dieser Seite in Geometrie-Wiki MediaWiki 1.43.8 https://geometrie.idea-sketch.com/index.php?title=Serie_06&diff=10211&oldid=prev 2011-12-15T13:08:19Z

<p><span class="autocomment">Aufgabe 6.1 Snooker</span></p> <table style="background-color: #fff; color: #202122;" data-mw="interface"> <col class="diff-marker" /> <col class="diff-content" /> <col class="diff-marker" /> <col class="diff-content" /> <tr class="diff-title" lang="de"> <td colspan="2" style="background-color: #fff; color: #202122; text-align: center;">← Nächstältere Version</td> <td colspan="2" style="background-color: #fff; color: #202122; text-align: center;">Version vom 15. Dezember 2011, 13:08 Uhr</td> </tr><tr><td colspan="2" class="diff-lineno" id="mw-diff-left-l6">Zeile 6:</td> <td colspan="2" class="diff-lineno">Zeile 6:</td></tr> <tr><td class="diff-marker"></td><td style="background-color: #f8f9fa; color: #202122; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #eaecf0; vertical-align: top; white-space: pre-wrap;"><br></td><td class="diff-marker"></td><td style="background-color: #f8f9fa; color: #202122; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #eaecf0; vertical-align: top; white-space: pre-wrap;"><br></td></tr> <tr><td class="diff-marker"></td><td style="background-color: #f8f9fa; color: #202122; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #eaecf0; vertical-align: top; white-space: pre-wrap;"><div>(b) Kugel &lt;math&gt;E&lt;/math&gt; soll so gestoßen werden, dass nach Reflektionen zunächst an Bande &lt;math&gt;CD&lt;/math&gt; und danach an Bande &lt;math&gt;DA&lt;/math&gt;Kugel &lt;math&gt;F&lt;/math&gt; getroffen wird.</div></td><td class="diff-marker"></td><td style="background-color: #f8f9fa; color: #202122; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #eaecf0; vertical-align: top; white-space: pre-wrap;"><div>(b) Kugel &lt;math&gt;E&lt;/math&gt; soll so gestoßen werden, dass nach Reflektionen zunächst an Bande &lt;math&gt;CD&lt;/math&gt; und danach an Bande &lt;math&gt;DA&lt;/math&gt;Kugel &lt;math&gt;F&lt;/math&gt; getroffen wird.</div></td></tr> <tr><td colspan="2" class="diff-side-deleted"></td><td class="diff-marker" data-marker="+"></td><td style="color: #202122; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #a3d3ff; vertical-align: top; white-space: pre-wrap;"><div><ins style="font-weight: bold; text-decoration: none;">=Aufgabe 6.2=</ins></div></td></tr> <tr><td colspan="2" class="diff-side-deleted"></td><td class="diff-marker" data-marker="+"></td><td style="color: #202122; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #a3d3ff; vertical-align: top; white-space: pre-wrap;"><div><ins style="font-weight: bold; text-decoration: none;">&lt;math&gt;\overline{A',B',C'}&lt;/math&gt; ist das Bild von &lt;math&gt;\overline{ABC}&lt;/math&gt; bei einer Schubspiegelung. Man bestimme die Schubspiegelachse und den Verschiebungsvektor.</ins></div></td></tr> <tr><td colspan="2" class="diff-side-deleted"></td><td class="diff-marker" data-marker="+"></td><td style="color: #202122; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #a3d3ff; vertical-align: top; white-space: pre-wrap;"><div><ins style="font-weight: bold; text-decoration: none;"></ins></div></td></tr> <tr><td colspan="2" class="diff-side-deleted"></td><td class="diff-marker" data-marker="+"></td><td style="color: #202122; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #a3d3ff; vertical-align: top; white-space: pre-wrap;"><div><ins style="font-weight: bold; text-decoration: none;">&lt;ggb_applet width="995" height="731"  version="4.0" ggbBase64="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" framePossible = "true" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "true" errorDialogsActive = "true" enableLabelDrags = "true" showMenuBar = "true" showToolBar = "true" showToolBarHelp = "true" showAlgebraInput = "true" useBrowserForJS = "true" allowRescaling = "true" /&gt;</ins></div></td></tr> <!-- diff cache key zum_geometrie:diff:1.41:old-10209:rev-10211:php=table --> </table>

*m.g.* https://geometrie.idea-sketch.com/index.php?title=Serie_06&diff=10209&oldid=prev 2011-12-15T12:48:16Z

<p>Die Seite wurde neu angelegt: „=Aufgabe 6.1 Snooker= &lt;ggb_applet width=&quot;695&quot; height=&quot;844&quot; version=&quot;4.0&quot; ggbBase64=&quot;UEsDBBQACAAIAKttjz8AAAAAAAAAAAAAAABAAAAAMTZlMmRkN2M0Y2Y2ZDQzMTE1OGZiNGY4MjA5O…“</p> <p><b>Neue Seite</b></p><div>=Aufgabe 6.1 Snooker=<br /> &lt;ggb_applet width=&quot;695&quot; height=&quot;844&quot; version=&quot;4.0&quot; 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&quot; framePossible = &quot;true&quot; showResetIcon = &quot;true&quot; showAnimationButton = &quot;true&quot; enableRightClick = &quot;true&quot; errorDialogsActive = &quot;true&quot; enableLabelDrags = &quot;true&quot; showMenuBar = &quot;true&quot; showToolBar = &quot;true&quot; showToolBarHelp = &quot;true&quot; showAlgebraInput = &quot;true&quot; useBrowserForJS = &quot;true&quot; allowRescaling = &quot;true&quot; /&gt;<br /> <br /> &lt;br /&gt;&lt;br /&gt;<br /> (a) Kugel &lt;math&gt;E&lt;/math&gt; soll so gestoßen werden, dass nach einer Reflektion an Bande &lt;math&gt;CD&lt;/math&gt; Kugel &lt;math&gt;F&lt;/math&gt; getroffen wird.<br /> <br /> (b) Kugel &lt;math&gt;E&lt;/math&gt; soll so gestoßen werden, dass nach Reflektionen zunächst an Bande &lt;math&gt;CD&lt;/math&gt; und danach an Bande &lt;math&gt;DA&lt;/math&gt;Kugel &lt;math&gt;F&lt;/math&gt; getroffen wird.</div>

*m.g.*