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Find the values of k for which the line ...

Find the values of k for which the line `(k-3)x-(4-k^2)` `y+k^2-7k+6=0` is (a) Parallel to the xaxis, (b) Parallel to the vaxis, (c) Passing through the origin.

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Find the values of k for which the line (k-3)x-(4-k^(2))y+k^(2)-7k+6=0 is (a) Parallel to the xaxis,(b) Parallel to the y axis,(c) Passing through the origin.

Find the value of 'k' for which the line : (k-3)x-4(4-k^(2))y+k^(2)-7k+6=0 passes through the origin.

Knowledge Check

  • The value of k for which the lines x + 2y- 9 = 0 and kx + 4y + 5 = 0 are parallel, is

    A
    k = 2
    B
    k = 1
    C
    k = - 1
    D
    k = -2
  • Find the value of k, if the lines given by 4x + 5ky = 10 and 3x + y + 1 = 0 are parallel.

    A
    7
    B
    `3/8`
    C
    `4/15`
    D
    `-1`
  • Find the value of k, if the lines given by 4x + 5ky = 10 and 3x + Y + 1 = 0 are parallel

    A
    7
    B
    `3/8`
    C
    `4/15`
    D
    `-1`
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