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Solve for final velocity (vf) from this equation: kf = FD + (1/2)M((vi)^2). (This stems from the formula for work.)
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Can you clarify your variables?
F = force D = distance M = mass
kf?
Well, W = Kf - Ki. Kinetic friction or something?
I am going to make a recommendation try looking at it in a different way. Work = The change in Energy but it is also equal to the forces times the total displacement that the object undergoes. \[w=\Delta E=\frac{1}{2}m(v_{2}^2-v_{1}^2)\] but you know also that \[w=fdcos\theta\] if the force is constant otherwise you have to deal with intergrals. so set the two equal to one another and find v_{2}
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