 #1
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Hey all I have a couple questions about some homework that I've been working on....
1 
The warranty on a new tire says that an automobile can travel for a distance of 98,000 km before the tire wears out. The radius of the tire is 0.35 m. How many revolutions does the tire make before wearing out?
I've been trying to use Tangential Velocity (Vt) = rw to somehow solve this because I did a similiar problem just before it like this, no avail...
2
At the local swimming hole, a favorite trick is to run horizontally off a cliff that is 7.1 m above the water. One diver runs off the edge of the cliff, tucks into a "ball," and rotates on the way down with an average angular speed of 1.0 rev/s. Ignore air resistance and determine the number of revolutions she makes while on the way down.
Supposedly, I should be able to do this with a rotational kinematics equation... but it just is not working out. I'm guessing I need the time in the air so I can find the number of revolutions during that time...
Grrr... any help would be appreciated, thanks!

Morgan
1 
The warranty on a new tire says that an automobile can travel for a distance of 98,000 km before the tire wears out. The radius of the tire is 0.35 m. How many revolutions does the tire make before wearing out?
I've been trying to use Tangential Velocity (Vt) = rw to somehow solve this because I did a similiar problem just before it like this, no avail...
2
At the local swimming hole, a favorite trick is to run horizontally off a cliff that is 7.1 m above the water. One diver runs off the edge of the cliff, tucks into a "ball," and rotates on the way down with an average angular speed of 1.0 rev/s. Ignore air resistance and determine the number of revolutions she makes while on the way down.
Supposedly, I should be able to do this with a rotational kinematics equation... but it just is not working out. I'm guessing I need the time in the air so I can find the number of revolutions during that time...
Grrr... any help would be appreciated, thanks!

Morgan