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or you need some kind of hardware?

@ Full Length i: d = Vo*cos(theta)*t j: 0 = Vo*sin(theta)*t - 0.5*9.81*t^2 @ Max Height (Half Distance) i: d/2 = Vo*cos(theta)*t j: h = Vo*sin(theta)*t - 0.5*9.81*t^2 ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ (a) Solve for the time using the j-component under Full Length. t = 6s (b) Plug the time...

@ Full Length i: d = Vo*cos(theta)*t j: 0 = Vo*sin(theta)*t - 0.5*9.81*t^2 @ Max Height (Half Distance) i: d/2 = Vo*cos(theta)*t j: h = Vo*sin(theta)*t - 0.5*9.81*t^2 ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ (a) Solve for the time using the j-component under Full Length. t = 6s (b) Plug the time...

@ Full Length i: d = Vo*cos(theta)*t j: 0 = Vo*sin(theta)*t - 0.5*9.81*t^2 @ Max Height (Half Distance) i: d/2 = Vo*cos(theta)*t j: h = Vo*sin(theta)*t - 0.5*9.81*t^2 ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ (a) Solve for the time using the j-component under Full Length. t = 6s (b) Plug the time...

Analytically: m1*v1 + m2*v2 = (m1+m2')*vf 0.5*m1*v1^2 = K1 0.5*(m1+m2')*vf^2 = K2 K1 - K2 = KE lost in collision. Numerically: Let me know if you need me to plug the numbers in..