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The line parallel to the $x-axis$ and passing through the intersection of the lines $ax+2by+3b =0$ and $bx-2ay - 3a = 0$, where $(a,b) \neq (0,0)$ is :

( A ) above the $x-axis$ at a distance of (2/3) 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 ) below the $x-axis$ at a distance of (3/2) from it

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