Describe the Surface Represented in Cylindrical Coordinates (R $\theta$ , Z) by the Equation R = 2sin

Describe the surface represented in cylindrical coordinates (r, $\theta$ , z) by the equation r = 2sin( $\theta$ ) , 0 $\le$ $\theta$ $\le$ $\pi$ .

A) A cylinder of radius 1 and axis along the z-axis
B) A cylinder of radius 1 and axis parallel to the z-axis through the point (0 , 1 , 0)
C) A cylinder of radius 2 and axis along the z-axis
D) A cylinder of radius 1 and axis parallel to the z-axis through the point (1 , 0 , 0)
E) A cylinder of radius 2 and axis parallel to the z-axis through the point (1 , 0 , 0)