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 <question type="category"><category><text>4t ESO/4.06 TRIGONOMETRIA/4.06.4 Càlcul de raons trigomètriques</text></category></question>
 
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    <name>
      <text>4.06.4.10 TEORIA: CALCULADORA</text>
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<td style="color: #ffffcc; vertical-align: top; border-style: none; width: 410px; background-image: url('http://www.insmilaifontanals.cat/none'); background-color: #000066;" colspan="2" valign="top">
<p><span style="font-size: large;" data-mce-mark="1">Raons trigonomètriques: calculadora</span></p>
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" width="196" height="162" style="float: left;" /></td>
<td style="width: 400px; text-align: justify;" align="center" valign="top">
<p><span style="color: #000080;"><strong>Per calcular el sinus, el cosinus o la tangent d'un angle de 28º, s'escriu, en el cas del sinus: sin 28 =.</strong></span></p>
<p><span style="color: #000080;"><strong>Per calcular l'angle que té per sinus 0,25 es tecleja: shift sin 0.25 =.</strong></span></p>
<p> </p>
</td>
</tr>
<tr>
<td style="width: 400px;" colspan="2" align="center" valign="top">
<p><span style="color: #ff6600;"><strong><strong>ATENCIÓ: CONTROLEU SEMPRE SI TENIU LA CALCULADORA </strong></strong></span></p>
<p><span style="color: #ff6600;"><strong><strong>EN GRAUS (D) O EN RADIANTS (R)</strong></strong></span></p>
</td>
</tr>
</tbody>
</table>
<p> </p>
<p> </p>]]></text>
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    <penalty>0.0000000</penalty>
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 </quiz>
