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<p><span style="color: #003300;"><strong>Per l'angle #a radiants indica en quin quadrant està, quin és el signe del seu sinus, del seu cosinus i de la seva tangent.</strong></span></p>
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Answer 1
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66.66667%
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33.33333%
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16.66667%
14.28571%
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11.11111%
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Answer 2
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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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100%
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33.33333%
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<p><img alt="" 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" style="display: block; margin-left: auto; margin-right: auto;" width="209" height="196" /></p> <p style="text-align: center;"><span style="font-size: large;"><strong>π = 180º</strong></span></p>
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