Question 1202825
Your system to solve:


-------------------
4x − 3y = 3
8x − 6y = 6
-------------------


Multiplying the second equation by  {{{1/2}}} you have

--------------
4x − 3y = 3
4x − 3y = 3
--------------

which is one single equation.  You handle this meaning for completing your answer?


The original system is in fact, just one single equation representable as one single line.  
{{{-3y=-4x+3}}}
{{{y=(4/3)x-1}}}
or you could say,
{{{y(t)=(4/3)t-1}}}, if you want to replace x with t.



Meaning, the solution IS NOT one single but.  The solution os the set of points which fit on the line {{{y=(4/3)t-1}}}.  You could, if you want to, say the solution is  (t, (4/3)t-1).