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An equation of a line whose segment betw...

An equation of a line whose segment between the coordinates axes is divided by the point `((1)/(2),(1)/(3))` in the ratio `2:3` is

A

6x+9y=5

B

9x+6y=5

C

4x+9y=5

D

9x+6y=5

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Knowledge Check

  • If the portion of a line intercepted between the coordinates axes is divided by the point (2,-1) in the ratio of 3:2, then the equation of that line is

    A
    `5x-2y-20=0`
    B
    `2x-y-5=0`
    C
    `3x-y-7=0`
    D
    `x-3y-5=0`

  • The portion of a line intercepted between the coordinate axes is divided by the point (2, -1) in the ratio 3:2 . The equation of the line is

    A
    `5x-2y-20=0`
    B
    `2x-y+7=0`
    C
    `3x-4y-10=0`
    D
    `2x+y-4=0`

  • The portion of a line intercepted between the coordinate axes is bisected by the point (x_(1), y_(1)) . The equation of the line is

    A
    `(x)/(x_(1))+(y)/(y_(1))=0`
    B
    `(x)/(x_(1))-(y)/(y_(1))=0 `
    C
    `(x)/(x_(1))+(y)/(y_(1))=2`
    D
    `(x)/(x_(1))-(y)/(y_(1))=2`

    • Similar Questions

    Explore conceptually related problems

    A line is such that its segment between the axes is bisected at the point (x_1:y_1) Find the equation of that line.

    If the line joning A(1, 3, 4) and B is divided by that point (-2, 3, 5) in the ratio 1:3, then B is

    If the line joining A (1,3, 4 )and B is divided by the point (-2, 3,5 )in the ratio 1:3, then B is

    Statement I : The ratio in which L=ax+by+c=0 divides the line segment joining A(x_(1),y_(1))B(x_(2),y_(2)) is -(L_(11))/(L_(22)) Statement II: The equation of the line in which (x_(1),y_(1)) divides the line segment between the coordinate axes in the ratio m:n is (nx)/(x_(1))+(my)/(y_(1))=m+n Then which of the following is true

    The line segment joining the points (1, 2) and (k, 1) is divided by the line 3x+4y-7=0 in the ratio 4:9 , then k is

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