<PRE><B>Question 857273</B>
The simplest approach is through slope-intercept form.  
{{{highlight_green(y=mx+b)}}}, m is slope and b is y-intercept.
Solve for b, and use the necessary point to be contained on the expected line:
{{{b=y-mx}}}
{{{b=2-(-3/5)(-6)}}}
{{{b=2-(3/5)6}}}
{{{b=10/5-15/5}}}
{{{b=-5/5}}}
{{{b=-1}}}-------y-intercept now known


RESULT: {{{highlight(y=-(3/5)x-1)}}}</PRE>