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r² = x² + y²
r² = 1 + (2-√3)² = 1 + 4 +3 - 4√3
r² = 8 - 4√3 = 8 - 2√12 = (√6 - √2)²
r = √6 - √2
sin α = y/r = (2 - √3)/(√6 - √2) = (2-√3)(√6+√2) / ( 4)
sin α = 1/4 ( 2-√3)(√6 +√2)
cos α = x/r = 1/ (√6- √2) = 1/4 (√6 - √2)