Consider the Cauchy-Euler equation t²y" – ty' + y = 3t³. The fundamental solution set and the general solution are Select one: {t,tln(t)} and y = t(c1+c2 In(t)) – {t, In(t)} and y = ct +cz In(t) + 4 O...

Extracted text: Consider the Cauchy-Euler equation t²y" – ty' + y = 3t³. The fundamental solution set and the general solution are Select one: {t,tln(t)} and y = t(c1+c2 In(t)) – {t, In(t)} and y = ct +cz In(t) + 4 O {t, t ln(t)} and y = t(c1 +c2 In(t))+ In(t) 33 O {t,tln(t)} and y = t(c1 + c2 In(t)) + 4