化简sin^2Xsin^2Y+cos^2Xcos^2Y-0.5cos2Xcos2Y
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化简sin^2Xsin^2Y+cos^2Xcos^2Y-0.5cos2Xcos2Y
化简sin^2Xsin^2Y+cos^2Xcos^2Y-0.5cos2Xcos2Y
化简sin^2Xsin^2Y+cos^2Xcos^2Y-0.5cos2Xcos2Y
(sinx)^2(siny)^2+(cosx)^2(cosy)^2-1/2*cos2xcos2y
=(1-cos2x)/2*(1-cos2y)/2+(1+cos2x)/2*(1+cos2y)/2-1/2*cos2xcos2y
=(1-cos2x-cos2y+cos2xcos2y)/4+(1+cos2x+cos2y+cos2xcos2y)/4-1/2*cos2xcos2y
=(1+cos2xcos2y)/2-1/2*cos2xcos2y
=1/2
= sin 2;x+sin 2;y-sin 2;xsin 2;y+1-sin 2;x-sin 2;y sin 2;xsin 2;y =1 Sin^2x Sin^2y-Sin^2xSin^2y+Cos^2xCos^2y =
化简sin^2x+sin^2y-sin^2xsin^2y+cos^2xcos^2y
化简sin^2Xsin^2Y+cos^2Xcos^2Y-0.5cos2Xcos2Y
求证 cos*xcos*y + sin*xsin*y + sin*xcos*y + xin*ycos*x = 1cos*xcos*y + sin*xsin*y + sin*xcos*y + sin*ycos*x = 1注意:[*] 的意思是 [ ^2 ]写下左右过程..
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