sec(x)(sec(x)−cos(x))=1/cos(x)(1/cos(x)−cos(x))=sec(x)(sec (x) -cos(x)) =1/cos(x)(1/cos(x) - cos(x)) =sec(x)(sec(x)−cos(x))=1/cos(x)(1/cos(x)−cos(x))=
=1/cos(x)((1−cos2(x))/cos(x))=sin2(x)/cos2(x)== 1/cos(x)((1-cos^2(x))/cos(x)) = sin^2(x)/cos^2(x) ==1/cos(x)((1−cos2(x))/cos(x))=sin2(x)/cos2(x)=
=tan2(x)= tan^2(x)=tan2(x)
answer: tan2(x)tan^2(x)tan2(x)
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