4sin(θ/4)cosθcos(2θ)如何化简

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4sin(θ/4)cos(θ/4)cosθcos(2θ)/cos(θ/4)=2sin(θ/2)cosθcos(2θ)/cos(θ/4)=2sin(θ/2)cos(θ/2)cosθcos(2θ)/[cos(θ/4)cos(θ/2)]=sinθcosθcos(2θ)/[cos(θ/4)cos(θ/2)]=sin(2θ)cos(2θ)/[2cos(θ/4)cos(θ/2)]=sin(4θ)/[4cos(θ/4)cos(θ/2)]思路就是这样的,不过感觉还不如不化简呢

4sin(θ/4)cosθcos(2θ)如何化简-第1张图片-

标签: cos 如何 4sin

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