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    HLPaper 2

    Let g(y)=tan⁡(y+π)cos⁡(y−π2)g(y) = \tan(y + \pi)\cos(y - \frac{\pi}{2})g(y)=tan(y+π)cos(y−2π​) where 0<y<π20 < y < \frac{\pi }{2}0<y<2π​.

    Express g(y)g(y)g(y) in terms of sin⁡(y)\sin(y)sin(y) and cos⁡(y)\cos(y)cos(y).

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