Block slides along an elevated track

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Homework Statement


A block slides along an elevated track. The flat part has a length L = 0.2m and the object is released from rest from height h = 0.1m. The curved portion of the track is frictionless, but the flat part is rough with a friction coefficient μk = 0.15. Where does the object finally come
to rest? *Hint: use pseudowork to account for friction.
http://img694.imageshack.us/img694/9565/dsfm.jpg


Homework Equations


U = mgh =m9.8*0.1


The Attempt at a Solution


i know that the object starts with U = mgh =m9.8*0.1=m0.98 but i have no idea what to do next.. and what's pseudowork?
 
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I had to google it myself, but apparently pseudowork is given by

<br /> \Delta K_{trans}=\frac{1}{2}mv_{cm}^2=\int \mathbf{F}\cdot d\mathbf{r}<br />

where the cm=center of mass. True work is given by

<br /> W=\int\mathbf{F}\cdot d\mathbf{r}<br />

My guess is you'll be using the frictional force for \mathbf{F}=\mu_k\mathbf{F}_{normal} and solving for \mathbf{r} since you will know everything else.
 
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