Your friend tells you that reflecting a figure will make the figure’s angles smaller, so it is no longer congruent to the original figure. Is this true? Why or why not? In 3–5 sentences, explain your answer and describe an example that would verify your claim.(4 points) explain it like a 14 year old girl would
No, that is not true. Reflecting a figure does not change the size of its angles or make it no longer congruent to the original figure. Congruent means that the figures have the same size and shape. When you reflect a figure, you are just flipping it over a line called the line of reflection. The angles in the original figure and the reflected figure will have the same measure. For example, if you have a triangle and you reflect it over a line, the angles of the reflected triangle will still have the same size as the angles of the original triangle.
shorter
No, that's not true. Reflecting a figure doesn't change the size of its angles or make it different from the original figure. When you reflect a figure, you simply flip it over a line. The angles in the original figure and the reflected figure remain the same. For example, if you have a square and you reflect it horizontally, the angles of the reflected square will still be the same as the angles of the original square.
