Answer
$y-2 = 4/3*(x-3)$
$y = 4/3*x -2$
Work Step by Step
given: (0, -2) and (3,2)
$y-y_{1} = m*(x-x_{1})$
$m = (2--2)/(3-0)$
$m = 4/3$
$y-y_{1} = m*(x-x_{1})$
$y-2 = 4/3*(x-3)$
$y-2 = 4/3*(x-3)$
$y-2 = 4/3*x - 4$
$y-2 + 2 = 4/3*x - 4 + 2$
$y = 4/3*x -2$