3) - cosβ/sinβ · sinβ : cosβ=- cosβ:cosβ = - 1.
5)=cosα /sinα ·( -sinα)-cosα= -cosα-cosα= -2cosα.
7)=(1-sin²y)/cosy=cos²y/cosy=cosy.
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3) - cosβ/sinβ · sinβ : cosβ=- cosβ:cosβ = - 1.
5)=cosα /sinα ·( -sinα)-cosα= -cosα-cosα= -2cosα.
7)=(1-sin²y)/cosy=cos²y/cosy=cosy.