QuestionTranslate $(x, y) \rightarrow(x-4, y+1)$ and reflect the result across the line $y=1$.

Studdy Solution
Further simplify the expression for the reflected point.
$$Reflected\, point = (x-4,1 - y)$$So, the point $(x, y)$ after being translated to $(x-4, y+1)$ and then reflected across the line $y=1$ ends up at $(x-4,1 - y)$.