The equation you've provided is:
\[ \frac{y - 2}{w} = h \]
To manipulate this equation, you can multiply both sides by \(w\) to isolate the term involving \(y\). This gives:
\[ y - 2 = hw \]
Next, you can solve for \(y\) by adding \(2\) to both sides:
\[ y = hw + 2 \]
So, the expression for \(y\) in terms of \(h\) and \(w\) is:
\[ y = hw + 2 \]