Simplify sin2θ1−cos2θ\frac{\sin^2\theta}{1-\cos^2\theta}1−cos2θsin2θ for acute θ\thetaθ.A111check_circleBcosθ\cos\thetacosθC000Dsinθ\sin\thetasinθExplanation1−cos2θ=sin2θ1-\cos^2\theta=\sin^2\theta1−cos2θ=sin2θ, so the expression equals sin2θsin2θ=1\frac{\sin^2\theta}{\sin^2\theta}=1sin2θsin2θ=1.