BLaH! said:All you have to do is use conservation of momentum:
[tex]p_{final} = p_{initial}[/tex]
"Matt's Momentum" refers to the amount of movement or velocity that Matt possesses after jumping from his skateboard.
Matt's momentum can be calculated using the formula p = m x v, where p is momentum, m is mass, and v is velocity. In this case, Matt's momentum would be influenced by his mass and the speed at which he jumps off the skateboard.
Yes, Matt's momentum will change after jumping from his skateboard. This is because momentum is a vector quantity that takes into account both mass and velocity, and both of these variables change when he jumps off the skateboard.
There are several factors that can affect Matt's momentum after jumping from his skateboard. These include his mass, the speed at which he jumps off the skateboard, the angle at which he jumps, and any external forces acting on him during the jump.
Matt's momentum after jumping from his skateboard will affect his landing. The higher his momentum, the further he will travel after jumping, and the harder he will hit the ground when he lands. This is why it is important for Matt to consider his momentum and landing technique when performing jumps on his skateboard.