11. Use the ordered pair transtation rule \( (x, y)=(x-2 , y+5) \) to find the preimage of \( (0,12) \). Type an ondered pair for the preimage. \( \square \) (Type an ordered pair.)

To find the preimage using the translation rule \( (x, y)=(x-2 , y+5) \), you need to reverse the transformations applied to the ordered pair \( (0,12) \). Starting with \( (0, 12) \): 1. For \( x \), you set up the equation: \( x - 2 = 0 \) which gives \( x = 2 \). 2. For \( y \), you set up the equation: \( y + 5 = 12 \) which gives \( y = 7 \). Thus, the preimage of \( (0, 12) \) is \( (2, 7) \). So the ordered pair is \( (2, 7) \).