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 <question type="category"><category><text>1rBTX 02. POLINOMIS/1.2.3 Teorema del residu</text></category></question>
 
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      <text>1.2.3.10DT VALOR NUMÈRIC</text>
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<td style="background-color: #003300;" align="center" valign="middle"><span style="color: #ffff99; font-size: large;" data-mce-mark="1">Valor numèric d'un polinomi</span></td>
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<p style="text-align: justify;"><span style="color: #003300;" data-mce-mark="1"><strong><span style="font-size: small;" data-mce-mark="1">El valor numèric d'un polinomi s'obté substituint la indeterminada per un nombre concret.</span></strong></span></p>
<p><strong><em><span style="font-size: small;" data-mce-mark="1">Exemple: si P(<span style="color: #ff0000;" data-mce-mark="1">x</span>)=3<span style="color: #ff0000;" data-mce-mark="1">x</span><sup>3</sup> - 5<span style="color: #ff0000;" data-mce-mark="1">x</span><sup>2</sup> + 8<span style="color: #ff0000;" data-mce-mark="1">x</span> - 1,</span></em></strong></p>
<p><strong><em><span style="font-size: small;" data-mce-mark="1">P(<span style="color: #ff0000;" data-mce-mark="1">-1</span>) = 3·<span style="color: #ff0000;" data-mce-mark="1">(-1)</span><sup>3</sup> - 5·<span style="color: #ff0000;" data-mce-mark="1">(-1)</span><sup>2</sup> + 8·<span style="color: #ff0000;" data-mce-mark="1">(-1)</span> -1 = 3·(-1) - 5·1 + 8·(-1) -1 = -17</span></em></strong></p>
<p><strong><em><span style="font-size: small;" data-mce-mark="1">P(<span style="color: #ff0000;" data-mce-mark="1">1</span>) = 3 ·<span style="color: #ff0000;" data-mce-mark="1">1</span><sup>3</sup> - 5 · <span style="color: #ff0000;" data-mce-mark="1">1</span><sup>2</sup> + 8 · <span style="color: #ff0000;" data-mce-mark="1">1</span> - 1 = 3 - 5 + 8 - 1 = 5</span></em></strong></p>
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<br /><span style="color: #ff3300; font-size: large;" data-mce-mark="1"><span style="font-weight: bold;" data-mce-mark="1"><span style="font-size: medium; color: #0000ff;"><em>ATENCIÓ A L'ORDRE DE LES OPERACIONS:</em></span><br /><span style="font-size: medium; color: #0000ff;"><em>potències, multiplicacions, sumes/restes</em></span><br /></span></span></div>]]></text>
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</file>
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