profile-img
Chakravarthi g s Asked a Question
July 10, 2020 1:06 pmpts 30 pts
are two linearly independent solutions of the Z. a. Assume that, y,(x) = X and y,(x) =x homogeneous differential equation x 3x+3y = 0. Using the method of variation of parameters, find a particular dx2 dx solution of the differential equation x2 3x+3yX dx dx b. The solution of+sin 2y =x cos y is given by dx
  • 3 Answer(s)
  • 0 Likes
  • 7 Comments
  • Shares
  • Deepak singh Best Answer
    see result then convert the given differential equations to homogeneous equation with constant coefficients , then use result and last put again z=logx
    Likes(1) Reply(0)
  • Deepak singh thankyou
    see attached ,
    • cropped1617889956.jpg
    • cropped1682286545.jpg
    • cropped-727455684.jpg
    Likes(2) Reply(0)
  • Vishal goswami thankyou
    see
    • cropped8834702892638073778.jpg
    Likes(0) Reply(0)
  • Vishal goswami
    see attachment
    Likes(0) Reply(0)
  • Arzoo
    Attachment 1
    • cropped153384168730752577.jpg
    Likes(0) Reply(0)
  • Arzoo
    Attachment 2
    • cropped944926354889747238.jpg
    Likes(0) Reply(0)
  • Arzoo
    If you take y in terms of second homogeneous solution
    • cropped6892442697650471220.jpg
    Likes(0) Reply(0)