1. The problem statement, all variables and given/known data Find the size of the hole in the tire after it has taken 60minutes to become flat. 2. Relevant equations Impulse = F*Deltat = DeltaN*Deltap (N=molecules, p=momentum) , P = F/A (A is area of hole), Equipartition for gas in 1-d -> 1/2kT = 1/2mv^2 Derivative of ideal gas law (assuming T and V are constant) = dPV=dNkT 3. The attempt at a solution the general equation i came up with that describes the decrease in pressure as a function of time is P = e^-((Aroot(kT)/(2Vroot(m)) *t) + P(initial)) actually ill upload a typed image Using a known volume of a tire i am trying to find the initial pressure but im having trouble figuring out how to do it any help would be appreciated. Also im not sure if i have made a mistake in deriving this equation Ummm have i explained well enough? Is there more i need to include? Or is the answer not simple? Im sort of waiting for an update if someone could clarify it would be nice.