Consider the second order linear differential equation ty" -2y' + t² y = 0 Let y1(t) and y2(t) be two linearly independent solutions of the differential equation, and let W(t) be their Wronskian. Compute W(4)/W(2). Enter your answer as an integer in the box provided. No decimals please. Your Answer: Answer Which of the following is a particular solution to the linear differential equation 2 y" − 4 y + 4y = t−4 e²² t t > 0. , Ур = 1 6 t-2 ln(t) Y = 5 6 Y = Ур 1 -2_2 6 1 = In(t) 6 Ур = 1 6 -2 t-² e²+ In(t)