已知角 θ\thetaθ 满足 2sin2θ+3tanθ+4cosθ=0\frac{2}{\sin {2\theta }} + \frac{3}{\tan \theta } + \frac{4}{\cos \theta } = 0sin2θ2+tanθ3+cosθ4=0 ,则 cos2θ\cos {2\theta }cos2θ 的值为( )A. −59- \frac{5}{9}−95B. −19- \frac{1}{9}−91C. 19\frac{1}{9}91D. 59\frac{5}{9}95