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Find the values of the following trigonometric ratios:cos \(\cfrac{19\pi}4\) |
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Answer» Given cos \(\cfrac{19\pi}4\) ⇒ cos \(\cfrac{19\pi}4\) = cos 855° ⇒ 855° = 90° × 9 + 45° 855° lies in the second quadrant in which the cosine function is negative. ∴ cos 855° = cos (90° × 9 + 45°) = -sin 45° = \(\cfrac{-1}{\sqrt2}\) |
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