An angle θ\thetaθ satisfies sinθ+sin2θ=1\sin\theta+\sin^2\theta=1sinθ+sin2θ=1. Find cos2θ+cos4θ\cos^2\theta+\cos^4\thetacos2θ+cos4θ. A111B000C12\frac1221D222E32\frac3223F5−2\sqrt5-25−2G3−52\frac{3-\sqrt5}223−5Hit depends on θ\thetaθ