Question 891240
This can be done all using slope-intercept form if you want.


{{{y=mx+b}}}
{{{b=y-mx}}}
You are given m and the specific point to be on the line you want, meaning (x,y) as a specific point.
{{{b=3-(3/5)(-6)}}}
{{{b=3+18/5}}}
{{{b=15/5+18/5}}}
{{{b=33/5}}}


Using given slope again, and the y-intercept which is b,
{{{highlight(y=(3/5)x+33/5)}}}  OR  {{{highlight(y=(3/5)x+6&3/5)}}}