Mukesh Bhakar posted an Question
March 22, 2022 • 22:16 pm 30 points
  • IIT JAM
  • Mathematics (MA)

Uer and first degree paanpie 483 the i.f. of a homogeneous eqn. a(x,y) dy +b(x, y) dx = 0 is (a) 1/(ax +by),(ar- by) #0 (b) 1/(bx + ay),(ax -by ) = 0 (c) 1/(ax

uer and First Degree pAanpie 483 The I.F. of a homogeneous eqn. a(x,y) dy +b(x, y) dx = 0 is (a) 1/(ax +by),(ar- by) #0 (b) 1/(bx + ay),(ax -by ) = 0 (c) 1/(ax +by), (ax + by) # 0 tion. (c) mple 49 (d) 1/(bx+ ay ).(bx + ay) + 0

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    Navdeep goyal 1

    if Mx+Ny≠0 then 1/(MX+Ny) is IF here M=b and N=a so 1/bx+ay is IF D

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