Question

(a) You are given that two solutions of the homogeneous Euler-Cauchy equation, da2 are y,-z-6 and y2 2 Confirm the linear independence of your two solutions (for z >0) by computing their Wronskian, (b) Use variation of parameters to find a particular solution of the inhomogeneous Euler-Cauchy equation, d r (O) First, enter your expression foru(as defined in lectures) below da 上一题 退出并保存 提交试卷 (b) Use variation of parameters to find a particular solution of the inhomogeneous Euler-Cauchy equation, d z2 () First, enter your expression for u(z (as defined in lectures) below -5*x15 (ii) Next, enter your expression for u(z) Note: Do not include any arbitrary constants of integration. 5/6x6 (ii) Finally, enter your expression for yp Note: Your expression for yp should not contain any arbitrary constants. -10/3

Answer 1

40 2t 2t M-8-2 2 s.zt IC