1. The problem statement, all variables and given/known data suppose [itex]v(t) , u(t) [/itex]are two linearly independent solution of the 2nd DE. [itex](6t^2-t-1)y''+t^2e^ty'-(3t^3-t-1)y=t^2e^t-3t^3+1[/itex] satisfying the condition [itex]v(0)=u(0)=1 [/itex], prove that[itex] u'(0) ≠ v'(0)[/itex] 2. Relevant equations 3. The attempt at a solution I've tried to use Wronskian, but it seems to fail.