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<p>Calcula l’àrea d’aquest sector circular:</p> <p> </p> <div style="display: inline-block; position: relative;"><img 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" alt="" /> <div style="display: inline; position: absolute; left: 120px; top: 80px;">#s</div> <div style="display: inline; position: absolute; left: 190px; top: 20px;">#r</div> </div> <p> </p> <p><em>Recorda que el resultat s'ha d'expressar amb la unitat de mesura corresponent.</em></p>
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Answer 1
Answer
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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%
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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%
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Wednesday, 26 October 2016, 9:53 AM
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