Question

properties of transformations quiz complete what isometric transformation was applied to triangle abc? translation reflection dilation rotation

Explanation:

• Translation: A translation slides a figure without rotating or resizing it. In the given graph, triangle \(ABC\) and \(A'B'C'\) have the same shape and orientation, just shifted to a new position.
• Reflection: A reflection flips a figure over a line. There is no line of reflection visible in the graph that would map \(ABC\) to \(A'B'C'\) in this way.
• Dilation: A dilation resizes a figure. Since \(ABC\) and \(A'B'C'\) are the same size, dilation is not the transformation.
• Rotation: A rotation turns a figure around a point. The orientation of \(ABC\) and \(A'B'C'\) is the same (e.g., the right - angle orientation relative to the axes is consistent in a translational sense, not rotational).

Answer:

translation