Answer: Second option.
Explanation:
Given the transformation
→
for the ordered pair (4,3), you can find the preimage point through this procedure:
1) Find the x-coordinate of the preimage point. You know that:

So you must solve for "x":

2) Find the y-coordinate of the preimage point. You know that:

So you must solve for "y":

Therefore, the preimage point is: (1,2)