It's been awhile since I've solved a differential equation. The L,D,R,T,M, Re are constants. p(L,t)=(14.7+95t)
trying to get a result that shows mass m with respect to time t.
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Combining those constants, we can write that as (m')^2= A- Bm^2 so that dm/sqrt(A- Bm^2)= dt. That should be easy to integrate.
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