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cosine at multiples of straight angle
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(Definition)
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Everybody remembers the cosine values $$\cos 0 = 1,\quad \cos(\pm\pi) = -1,\quad \cos(\pm2\pi) = 1,\quad \cos(\pm3\pi) = -1,\,\,...$$ The thing can be concisely expressed as the formula $$\cos{n\pi} = (-1)^n$$ for each integer $n$ . The values of sine at the same angles are simply 0.
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"cosine at multiples of straight angle" is owned by pahio.
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Cross-references: angles, sine, integer, cosine
There is 1 reference to this entry.
This is version 3 of cosine at multiples of straight angle, born on 2006-03-12, modified 2007-01-19.
Object id is 7716, canonical name is CosineAtMultiplesOfStraightAngle.
Accessed 1497 times total.
Classification:
| AMS MSC: | 26A09 (Real functions :: Functions of one variable :: Elementary functions) |
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Pending Errata and Addenda
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