Completely Inelastic Collision\ Stide the "Blastidy of the collision" bar all the way to the left, meaning completely inelastic collision, run the simulation and complete table 1. Use the notation red Cart as "

A

" and blue cart as "B". Please first calculate out the predicated velocity for both

A

and

B

cart uxing momentum conservation, then run and find the value in the simulation. Please put all values in Data Table 1 and show your work for the last case.\ Data Table 1\ in\ \\\\table[[\\\\table[[A:],[Mass],[(kg)]],\\\\table[[A: Initial],[Velecity],[

((m)/(s))

Completedy Inelastic Collision Sllde the "Blasticity of the collision" bar all the way to the left, meaning completely inelastic collision, run the simulation and complete table 1. Use the notation red Cart as "A" and blue cart as "B". Please flrst calculate out the predicated velocity for both A and B cart uxing momentum consorvation, then run and find the value in the simulation. Please put all values in Data Table 1 and show your work for the last case. Completedy Inelastic Collision Sllde the "Blasticity of the collision" bar all the way to the left, meaning completely inelastic collision, run the simulation and complete table 1. Use the notation red Cart as "A" and blue cart as "B". Please flrst calculate out the predicated velocity for both A and B cart uxing momentum consorvation, then run and find the value in the simulation. Please put all values in Data Table 1 and show your work for the last case