Engineering Maths 3 5. Use tha substitution UX, t) = X(x) T(t) and saparation of variables to solve the partial differantialequationU11 = UxNo boundary conditions ara given. Take the separation constant as -u. Usa the sama mathods usedto datermina the ganeral solution to the heat equation as demonstrated in your notes and determinethe most ganeral solution in terms of . 6. A LRC circ uit b alow is used to modiry an input voltage V; = @sin(@ t) + 2@ cos(@t) . Forthisapplication, R = 2 2, L = 2 H and C = F.Your dirrerential equ ation must be in terms or20charge q. You must use the complimantary and particular solution mathod as shown in your notes togenerate the genaral solution. No othar mathod will be acceptad. Use two decimal point accuracy. Youare givan that -2o² + 20N = 2w and -2M0² + 20M = 2w, which you m ust use to simpliryyour particular solution when you aquate coerricients.HHV.V.ko - L, sin(cst)Vs

Name: Engineering Maths 3 5. Use tha substitution UX, t) = X(x) T(t) and sap
Uploaded: 2024-03-20T06:38:44.000Z
Channel: Bartleby
Description: Engineering Maths 3 5. Use tha substitution UX, t) = X(x) T(t) and saparation of variables to solve the partial differantialequationU11 = UxNo boundary conditions ara given. Take the separation constant as -u. Usa the sama mathods usedto datermina th