Correct Answer: A
Explanation:
"If a rectangle has the coordinate values, \(\displaystyle (a,b)\), \(\displaystyle (c,b)\), \(\displaystyle (a,d)\), and \(\displaystyle (c,d)\) and after a transformation results in the coordinates \(\displaystyle (-a,b)\), \(\displaystyle (-c, b)\), \(\displaystyle (-a,d)\), and \(\displaystyle (-c,d)\) identify the transformation."
A transformation that changes the \(\displaystyle x\) values by multiplying them by negative one is known as a reflection across the \(\displaystyle y\)-axis or the line \(\displaystyle x=0\)
Therefore, this particular rectangle is being reflected across the \(\displaystyle y\)-axis because the opposite of all the \(\displaystyle x\) values have been taken.