Correct Answer: C
Explanation:
To identify the transformation that is occurring in this particular problem, recall the different transformations.
Translation: To move an object from its original position a certain distance without changing the object in any other way.
Transformation: Refers to any of the four changes that can be done to an object geographically. Transformations include, reflections, translations, rotations, and resizing the object.
Reflection: To flip the orientation of an object over a specific line or function.
Rotation: To rotate an object either clockwise or counter clockwise around a center point.
Looking at the starting and ending coordinates of the rectangle,
\(\displaystyle (a,b)\), \(\displaystyle (c,b)\), \(\displaystyle (a,d)\), and \(\displaystyle (c,d)\) to \(\displaystyle (a,b+2)\), \(\displaystyle (c, b+2)\), \(\displaystyle (a,d+2)\), and \(\displaystyle (c,d+2)\)
Since all the \(\displaystyle y\) coordinates are increasing by two this is known as a translation.