Question 1095740
<br>Every equation with a graph parallel to the graph of
{{{(9/4)x+3y = 18}}}
will be of the form
{{{(9/4)x+3y = c}}}
where c is some constant.<br>
To find the equation of the line that is parallel to the given line and passes through a given point, simply substitute the x and y values of the given point in the general form to find the value of c.  For the point (x,y) = (2,0)...
{{{(9/4)(2)+3(0) = 9/2+0 = 9/2}}}
so the equation is
{{{(9/4)x+3y = 9/2}}}
<br>
REVISED SOLUTION: (I overlooked the negative sign on the x term in the given equation....)<br>
Use the same process described above, with the corrected coefficient on the x term.<br>
{{{(-9/4)(2)+3 = -9/2+0 = -9/2}}}
so the equation is
{{{(-9/4)x+3y = -9/2}}}