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Discussion :: GATE Production

  1. The solution to the differential equation d2u/dx2 - k du/dx = 0 where k is a constant, subjected to the boundary conditions u(0) = 0 and u(L) = U, is
  2. A.
    u = U x/L
    B.
    u = U[(1 - ekx)/(1 - ekL)]
    C.
    u = U[(1 - e-kx)/(1 - e-kL)]
    D.
    u = U[(1 + ekx)/(1 + ekL)]

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    Workspace

    Answer : Option B

    Explanation :

    -NA-


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