1. The problem statement, all variables and given/known data A ball thrown horizontally at 22.47 m/s travels a horizontal distance of 43.15 m before hitting the ground. From what height was the ball thrown? 2. Relevant equations Vfy=Viy-g(delta t) yf=yi+Viy(delta t)-.5g(delta t)^2 yf=yi-(Vfy^2-Viy^2)/2g 3. The attempt at a solution Since its thrown horizontally does it arc above the intial position or does it just start its decent so instead of being a upside down "u" shape it just has like a backwards "r" shape?