A solid cylinder, a solid sphere, and a hoop all have different masses and radii. Each rolls without slipping along level ground with the same center of mass velocity vec$(v{)}_{cm}$ before rolling $($still without slipping$)$ up a hill. Which one goes farthest up the hill?

A$.$ We need more information to make the call.

B$.$ All go the same distance up the hill.

C$.$ The solid cylinder.

D$.$ The solid sphere.

E$.$ The hoop.