Calculating the mass of a comet using the impact method

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[SOLVED] Mass of a comet problem

On July 4, 2005, the NASA spacecraft Deep Impact fired a projectile onto the surface of Comet Tempel 1. This comet is about 9.0 {\rm km} across. Observations of surface debris released by the impact showed that dust with a speed as low as 1.0 {\rm m/s} was able to escape the comet.

1)Assuming a spherical shape, what is the mass of this comet? ( The escape speed for an object at the surface of Earth is 11.2 {\rm km/s} ).

2)How far from the comet's center will this debris be when it has lost 70 {\rm \%} of its initial kinetic energy at the surface?

I have absolutely no idea what to do. any help would be appreciated.
 
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and here is the link if you are confused.

http://session.masteringphysics.com/myct/problemWork?template=problemView&assignmentProblemID=2736711
 
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Thread moved to Homework Help forums. Joe, start by telling us about the term "escape velocity", and how it relates to gravitational attraction.
 
the only thing i know is that the escape velocity for the Earth is equal to the square root of (G*mass of earth/radius of earth). our teacher really doesn't explain anything.
 
maybe i could use that and compare it to the escape velocity of the comet somehow but i don't know how. its just a really confusing problem because not much is explained.
 
ok. solving for M =v^2*r/(2G) and plugging in i got 3.37 x 10^13. does that sound about right?
 
bump, I have no idea how to get part b
 
treverd said:
bump, I have no idea how to get part b

What did you get for the answer for the first part? What can you tell us about the relationship between KE, PE, and total energy?