Show that, if y, is a solution to a differential equation of the form y"+P(x)y' + Q(x)y = 0, then, a second linearly independent solution is given by: - S P(x)dx –dx Y2 = y1(x) yỉ (x) You can use the derivation shown in the textbook (section 3.2) as a guide, but understand the process as you write.