A 6.0-kg bowling ball $\left(I=2 M r^{2} / 5\right)$ starts from rest and rolls, without sliding, down a gradual slope until it reaches a point 80 $\mathrm{cm}$ lower than its starting point. How fast is it then moving? Ignore friction losses. Do you actually need the mass? [Hint: Why were you not given $r ?]$