To find an equivalent equation to \( w = x + y - z \), we can rearrange the original equation to solve for \( z \).
Starting with the original equation:
\[ w = x + y - z \]
We can rearrange it to isolate \( z \):
\[ z = x + y - w \]
This means the equation equivalent to \( w = x + y - z \) is:
\[ z = x + y - w \]
Looking at your response options, this corresponds to:
z equals x plus y minus w
So, the correct equivalent equation is:
z = x + y - w.