求证:1-cos^4x-sin^4x/1-cos^6x-sin^6x=2/3
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求证:1-cos^4x-sin^4x/1-cos^6x-sin^6x=2/3求证:1-cos^4x-sin^4x/1-cos^6x-sin^6x=2/3求证:1-cos^4x-sin^4x/1-cos
求证:1-cos^4x-sin^4x/1-cos^6x-sin^6x=2/3
求证:1-cos^4x-sin^4x/1-cos^6x-sin^6x=2/3
求证:1-cos^4x-sin^4x/1-cos^6x-sin^6x=2/3
参考一下这个
分子分母倒一下
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求证:1-cos^4x-sin^4x/1-cos^6x-sin^6x=2/3
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求证sin^4x-cos^4x=sin^2x-cos^2x
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:求证:(cos^2x-sin^2x)(cos^4x+sin^4x)+1/4sin2xsin4x=cos2x求证:(cos^2x-sin^2x)(cos^4x+sin^4x)+1/4sin2xsin4x=cos2x我算到右边=cos2x(1-sin^2xcos^2x) 接下来该怎么办?
:求证:(cos^2x-sin^2x)(cos^4x+sin^4x)+1/4sin2xsin4x=cos2x求证:(cos^2x-sin^2x)(cos^4x+sin^4x)+1/4sin2xsin4x=cos2x我算到右边=cos2x(1-sin^2xcos^2x) 接下来该怎么办?
化简 1-sin^4x-cos^4x/1-sin^6x-cos^6x
化简(1-cos^4x-sin^4x)/(1-cos^6x-sin^6x)
求值:(1-sin^6 x-cos^6 x)/(1-sin^4 x-cos^4 x)