(cosπ/8+sinπ/8)(cos^3π/8-sin^3π/8).
人气:138 ℃ 时间:2020-04-15 15:26:57
解答
(cosπ/8+sinπ/8)(cos^3π/8-sin^3π/8)=(cosπ/8+sinπ/8)(cosπ/8-sinπ/8)(cos^2π/8+cosπ/8*sinπ/8+sin^2π/8)=(cos^2π/8-sin^2π/8)(1+0.5sinπ/4)=cosπ/4(1+0.5sinπ/4)=根下2/2(1+根下2/4)=根下...
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