8sin^2[A/2]-2cos2A=7 8(1-cosA/2)-2cos2A=7 这步怎样来的?

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8sin^2[A/2]-2cos2A=7 8(1-cosA/2)-2cos2A=7 这步怎样来的?
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8sin^2[A/2]-2cos2A=7 8(1-cosA/2)-2cos2A=7 这步怎样来的?
8sin^2[A/2]-2cos2A=7 8(1-cosA/2)-2cos2A=7 这步怎样来的?

8sin^2[A/2]-2cos2A=7 8(1-cosA/2)-2cos2A=7 这步怎样来的?
cosA
=cos2(A/2)
=cosA/2 cosA/2 - sinA/2 sinA/2
=cos^2[A/2]-sin^2[A/2]
=cos^2[A/2]+sin^2[A/2]-2sin^2[A/2]
=1-2sin^2[A/2]
所以
2sin^2[A/2] = 1-cosA