Hey there! :)
Answer:
x = 1/2(y -3)
Explanation:
Begin by finding the slope using the slope formula:

Plug in the coordinates:

Simplify:

Recall that point-slope form is:

Plug in the slope and coordinates into the equation:
(x - 0) = 1/2(y - 3)
x = 1/2(y -3)