cos2α=1/2,则sin^4-cos^4α=
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cos2α=1/2,则sin^4-cos^4α=cos2α=1/2,则sin^4-cos^4α=cos2α=1/2,则sin^4-cos^4α=sin^4-cos^4α=(sin^2-cos^2α)(
cos2α=1/2,则sin^4-cos^4α=
cos2α=1/2,则sin^4-cos^4α=
cos2α=1/2,则sin^4-cos^4α=
sin^4-cos^4α
=(sin^2-cos^2α)(sin^2+cos^2α)
=-cos2a
=-1/2
sin²α*sin²β+cos²α*cos²β-1/2cos2αcos2β=(1-cos2α)/2*(1-cos2β)/2+(1+cos2α)/2*(1+cos2β)/2-1/2cos2α*cos2β=1/4(1+cos2α*cos2β-cos2α-cos2β)+1/4(1+cos2α*cos2β+cos2α+cos2β)-1/2cos2α*cos2β=1/4+1/
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cos2α=1/2,则sin^4-cos^4α=
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