1. The problem statement, all variables and given/known data GIVEN: mass = .34 kg radius =.5 m If a solid rubber ball attached to the end of a light string is swung at a constant speed in a vertical circle, what is the tension a quarter of the way around the circle (i.e. when the string attached to the ball is horizontal with the ground/ the ball is at the leftmost side of the circle) ? My main question is a conceptual one; would there in fact be any tension exerted on the rubber ball? It seems at this point, since the velocity of the ball would be directly downwards, there would be no horizontal force (tension) exerted upon the ball to alter its course.... Is this correct? If so, how might I go about proving this? Under normal circumstances (if the ball was at the top of the circle, for example) I would simply say that: F (net force) = FG + T F = mv2/R mv2/R = FG + T T = mv2/R - m*g Thanks so much for any help!