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The lines parallel ot the x-axis and pas...

The lines parallel ot the x-axis and passing through the intersection of the lines `ax+2by+3b=0 and bx-2ay-3a=0` [where`(a,b)ne (0,0)]` is-

A

below the X - axis at a distance of `3/2` from it

B

below the X-axis at a distance of `2/3` from it

C

above the X-axis at a distance of `3/2` from it

D

above the X - axis at a distance of `2/3` from it

Text Solution

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The correct Answer is:
A
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The line parallel to the axis and passing through the intersection of the lines ax+2by,3b=0 and bx-2ay-3a=0 where (a,b)!=(0,0) is

The line parallel to the x-axis and passing through the intersection of the lines a x+2b y+3b=0 and b x-2y-3a=0 , where (a , b)!=(0,0) , is (a)above the x-axis at a distance of 3/2 units from it (b)above the x-axis at a distance of 2/3 units from it (c)below the x-axis at a distance of 3/2 units from it (d)below the x-axis at a distance of 2/3 units from it

Knowledge Check

  • Equation of a line passing through the intersection of the lines 7x-y+2=0 and x-3y+6=0 parallel to x - axis is

    A
    y = 2
    B
    `y=-2`
    C
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    D
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