1. The problem statement, all variables and given/known data Consider a rocket subject to a linear resistive force, f= -bv but no other external forces. Using the equation mv'= -m'*vext+Fext show that if the rocket starts from rest and efects mass at a constant rate k= -m' then its speed is given by v=(k/b)vex[1-(m/m0)^b/k] 3. The attempt at a solution so i thought maybe I was suppose to integrate both sides of the equation mv'= -m'*vext+Fext, but then i really didn't know where to go from there. Any help?