Question

the diagram shows △saw and △saw. △saw is a transformation of △saw. which single - transformation was applied to △saw to create △saw? reflection over the line n, r clockwise rotation of 90° around point p counter - clockwise rotation of 180° around point p translation of 7 units to the right and 2 units up

Explanation:

1. Analyze the orientation and position of the two triangles. A reflection over a line would create a mirror - image. A rotation changes the orientation around a point, and a translation moves the figure without changing its orientation.
2. Observe that the two triangles are mirror - images of each other with respect to the line \(N\). A \(90^{\circ}\) or \(180^{\circ}\) rotation around a point would change the orientation in a different way than what is shown. A translation would just move the triangle without flipping it.

Answer:

Reflection over the line \(N\)