Question 906069
given:
 {{{3x−2y=6}}} 
the linear function g(x) which is perpendicular to {{{3x−2y=6}}} and
intersection point at {{{x=8}}}: ({{{8}}},{{{ 0 }}})

{{{3x−2y=6}}} ...first solve for {{{y}}}

{{{3x−6=2y}}}

{{{(3/2)x−3=y}}}


*[invoke equation_parallel_or_perpendicular "perpendicular", "3/2", -3, 8, 0]