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题化简sin~2 20°+cos~2 50°+sin20°cos50°.我想出了这道题的两个解法:解法1 sin~2 20°+cos~2 50°+sin20°cos50° =1-cos40°/2+1+cos100°/2+cos20°-sin30°/2=2-sin30°+(cos100°+cos20°)-cos40°/2
Problem simplification sin~2 20°+cos~2 50°+sin20°cos50°. I came up with two solutions to this problem: solution 1 sin~2 20°+cos~2 50°+sin20°cos50° =1-cos40°/2+1+cos100°/2+cos20°-sin30°/2=2-sin30°+(cos100°+cos20°)-cos40°/2