x di kuadran 1
cos4x=2(cos2x)^2-1=1/3 => cos2x=sqrt(2/3)
cos2x=1-2(sinx)^2=sqrt(2/3) => (sinx)^2=1/2(1-sqrt(2/3))
(secx)^2=1/(sinx)^2=6+2sqrt6
2/(2-(secx)^2)=2/(2-(6+2sqrt6))=1-sqrt(3/2)
(A)
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x di kuadran 1
cos4x=2(cos2x)^2-1=1/3 => cos2x=sqrt(2/3)
cos2x=1-2(sinx)^2=sqrt(2/3) => (sinx)^2=1/2(1-sqrt(2/3))
(secx)^2=1/(sinx)^2=6+2sqrt6
2/(2-(secx)^2)=2/(2-(6+2sqrt6))=1-sqrt(3/2)
(A)