Question 1095740
<pre>
The variable terms are all the same in equations 
of parallel lines.   Only the constant terms are
different.                       

So the easy way is to take the equation 

{{{expr(-9/4)x+3y=18}}}

Clear of fractions by multiplying all terms by -4:

{{{9x-12y=-72}}}

Divide through by 3

{{{3x-4y=-24}}}

Take away the constant term -24

{{{3x-4y="???"}}}

Substitute the given point (2,0)
 
{{{3(2)-4(0)="???"}}}

{{{6-0="???"}}}

{{{6=6}}}

So put {{{6}}} for the ???

{{{3x-4y=6}}}

Edwin</pre>