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<p><span style="font-weight: bold; color: #003300;">Calculeu l'àrea d'un hexàgon inscrit en una circumferència de radi #r.</span><br style="font-weight: bold;" /><br style="font-weight: bold;" /><span style="font-weight: bold; color: #ff6600;"><span style="font-weight: bold;">Format de la resposta:</span> </span>arrel simplificada</p>
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Answer 1
Answer
Grade
None
100%
90%
83.33333%
80%
75%
70%
66.66667%
60%
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33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
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Answer 2
Answer
Grade
None
100%
90%
83.33333%
80%
75%
70%
66.66667%
60%
50%
40%
33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
Feedback
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100%
50%
33.33333%
25%
20%
10%
0%
Hint 1
Hint text
<p><span style="font-weight: bold; color: #000066;">Aplica el teorema de Pitàgores per determinar l'altura b del triangle ABC. </span></p> <p> </p> <p><img 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style="display: block; margin-left: auto; margin-right: auto;" width="243" height="240" /> <strong><span style="color: #000080;">Ja pots calcular l'àrea del triangle vermell BCE.</span></strong></p>
Hint 2
Hint text
<p><span style="color: #000080;"><strong>Si el triangle vermell té una àrea de #A2, quants triangles vermells formen l'hexàgon?</strong></span></p> <p> <img 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style="display: block; margin-left: auto; margin-right: auto;" width="211" height="208" /></p>
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