Question

reflection task 1 reflect the figure over the line of symmetry.

Explanation:

Step1: Identify key - points of the figure

Identify points A, B, and C of the triangle.

Step2: Measure distances to the line of symmetry

Measure the horizontal distance of each point from the line of symmetry.

Step3: Locate reflected points

Locate new points on the opposite side of the line of symmetry at the same distance from it. For example, if point A is 2 units to the right of the line of symmetry, its reflected point A' will be 2 units to the left of the line of symmetry. Do this for all points A, B, and C.

Step4: Connect the reflected points

Connect the reflected points A', B', and C' to form the reflected triangle.

Answer:

The reflected triangle with vertices corresponding to the reflections of A, B, and C over the given line of symmetry. (Note: A visual drawing of the reflected triangle on the grid would be the final result in a practical sense, but this text - based answer describes the process to obtain it)