set x(t)=1+∫2cos(s(f^2(s)))ds(from 0 to t) then check x(0)=1+∫2cos(s(f^2(s)))ds(from 0 to 0)=1 then the initial condition hold, by FTC, we have dx(t)/dt=2cos(tx^(t)), then solutions can be found as fixed points of the map
but for secound part [0,T] i dont know how to begin can anyone help me ???
Last edited by cummings123321; December 2nd 2012 at 05:29 PM.