$20)$ At a time defined to be t $=0,$ a tire is measured to be rotating at a rate of $10\mathrm{.}0$ rad$/$s$.$ Due to frictional e

ects, the tire is going to slow down with a constant angular acceleration of $0\mathrm{.}025$ rad$/$s$2.$ How many revolutions does it complete before it comes to rest? A$)2000$ B$)155$ C$)318$ D$)68\mathrm{.}0$ E$)344$ Answer LOs A$)14,15$ B$)$ C$)10,14,15$ D$)$ E$)$