To find the two equivalent expressions, let's rewrite the responses clearly and compare:
- \(-7y - 3x\)
- \(-7y + 3x\)
- \(-3x + 7y\)
- \(7y - 3x\)
Now, let's analyze the expressions:
- \(-7y - 3x\) (This is equivalent to \(-3x - 7y\))
- \(-7y + 3x\) (This is not equivalent to any of the other expressions)
- \(-3x + 7y\) (This can be rewritten as \(7y - 3x\))
- \(7y - 3x\) (This is equivalent to \(-3x + 7y\))
The two equivalent expressions are:
- \(-3x + 7y\)
- \(7y - 3x\)
So the selected equivalent expressions are:
- \(-3x + 7y\)
- \(7y - 3x\)