The kinetics formula that applies to this problem is
1. To find height, we use 1/2mv12−mg∗μ∗h sin θ = mgh where μ is equal to 0.20, v is 11 m/s and θ is 40 degrees. we cancel mass, h is equal to 5.47 meters.
2. The final speed is from 2(ug) * h sin θ = vf2
2(0.2*9.8) * sin 40 * 5.47= vf2 ; vf is equal to 3.71 m/s.