Professor Julius Sumner Miller once told me that the force of gravity pulls the mass of both the bike and the rider towards the centre of the earth at 9.8 m/s squared. It doesn't pull either of them forward unless you are on a significantly steep descent. Mass cancels out on a flat surface. That is why some cars, trucks and bigger bikes can out brake some smaller bikes.
You are both talking about weight, not mass. The only thing that matters here is momentum, mass multiplied by velocity. Gravity plays no roll here. Because momentum in a system is constant, the rider and bike will both be going the same speed at the moment they are separated, it's just a matter of which one can slow down quicker due to the friction
EDIT: In regards to Baggsy's statement, a larger vehicle carries a lot more momentum than a smaller bike. The only reason it could stop faster is because it has better brakes
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