求cos87°cos432°-sin93°cos198°的值
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求cos87°cos432°-sin93°cos198°的值求cos87°cos432°-sin93°cos198°的值求cos87°cos432°-sin93°cos198°的值cos87°cos4
求cos87°cos432°-sin93°cos198°的值
求cos87°cos432°-sin93°cos198°的值
求cos87°cos432°-sin93°cos198°的值
cos87°cos432°-sin93°cos198°
=cos87°cos(360°+72°)-sin(180°-87°)cos(180°+18°)
=cos87°cos72°+sin87°cos18°
=cos87°cos72°+sin87°sin72°
=cos(87°-72°)
=cos15°
=(√6+√2)/4
cos87°cos432°-sin93°cos198°
=cos(90-3)°cos(360+72)°-sin(90+3)°cos(180+18)°
=sin3°cos72°+cos3°cos18°
=sin3°cos(90-72)°+cos3°cos18°
=sin3°sin18°+cos3°cos18°
=cos(18-3)°=cos15°
cos87°*cos432°-sin93°cos198°
求cos87°cos432°-sin93°cos198°的值
cos87乘以cos432的积再减去sin93乘以cos198的积,化简结果是多少?答案是根号6加根号2的和除以4,为什么?
sin33°cos87°+cos33°sin87°=
sin93°cos27°+cos93°sin27°= 过程 谢谢
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