2 cos 30 degrees + cot 60 degrees
2 sin 45 degrees - csc 45 degrees
a)2cos30°+cot60°=2cos30°+cos60°sin60°=232+1232=3+13b)2sin45°−csc45°=2sin45°−1sin45°=2×12−113=2−3a)\\ 2cos30°+cot60°\\ =2cos30°+\frac{cos60°}{sin60°}\\ =2\frac{\sqrt3}{2}+\frac{\frac{1}{2} }{\frac{\sqrt3}{2}}\\ =\sqrt3+\frac{1}{\sqrt3}\\ b)\\ 2sin45°-csc45°\\ =2sin45°-\frac{1}{sin45°}\\ =2×\frac{1}{\sqrt2}-\frac{1}{\frac{1}{\sqrt3}}\\ =\sqrt2-\sqrt3a)2cos30°+cot60°=2cos30°+sin60°cos60°=223+2321=3+31b)2sin45°−csc45°=2sin45°−sin45°1=2×21−311=2−3
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