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Matematik 
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Br&aring;ktal
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Du kommer att tr&auml;na din f&ouml;rm&aring;ga att dela helheter i olika delar f&ouml;r att skapa olika br&aring;ktal. Du kommer ocks&aring; att f&aring; tr&auml;na din begreppsf&ouml;rm&aring;ga genom att tr&auml;na p&aring; att namnge olika br&aring;ktal. 
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Efter arbetsomr&aring;det ska du veta vad tal i br&aring;kform &auml;r genom att dela upp helheter i antal delar samt j&auml;mf&ouml;ra och namnge delarna som enkla br&aring;ktal.
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width="690" height="161" /></td>
</tr>
</tbody>
</table>
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Matematik- bråk

Matriser i planeringen

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