1. The problem statement, all variables and given/known data i'm launching a small ball from a launcher (on a table) at 55 degrees into rings (at .25, .50, .75, 1) and to a target on the floor. height from the floor to the launcher: 1.015m angle: 55 velocity: 6.62 m.s i have to find how far each ring will have to be from the launcher, how high the ring stands need to be, and how far the target on the ground has to be (to go from the launcher through each ring, and then it the target.) http://img168.imageshack.us/img168/1156/img005na3.jpg <-- it was a bit big to put in as an image 2. Relevant equations y=(Vy)(t)+1/2gt^2 x=(Vx)(t) 3. The attempt at a solution http://img135.imageshack.us/img135/544/img006fp1.jpg <-- too big to put in as an image for the distance the rings have to be i used x=(Vx)(t). i don't think i set this up right though. how i did it: first ring x=(Vx)(t) x=(.25)t x=(.25)(1.107s) x=0.277m second x=(.50)(1.107s) x=.5535 the rest are in the picture. and to find the height of the ring stands i used max height. center ring (second one) t=1.107s/2 t=.5525s y=(Vy)(t)+1/2gt^(2) y=(5.423 m/s)(.5535s) + 1/2(-9.8 m/s)(.5535s)^2 first ring height t=.5535s/2 t=.27675 then i put it in the equation and got 1.13m. would this be the height from the table or the ground? i'm pretty lost and this is a major grade so any help would be appreciated. i need some guidance in the right direction.