\begin{tabular}{l} Multiple Answer 3 points \\ Select ALL of the properties that are true for similar polygons. \\ \hline 2 The polygons are congruent. \\ \hline 4 \\ \hline The angles are proportional. \\ \hline The angles are congruent. \\ \hline The sides are congruent. \\ \hline\end{tabular}

When dealing with similar polygons, we can dive into some fun facts! Similar polygons have corresponding angles that are equal, which means the angles are congruent. However, the sides are not necessarily congruent; instead, they maintain a consistent ratio, meaning they are proportional in length. So while the shapes look alike and maintain their proportions, their sizes may vary but their “style” stays the same! In real life, this concept of similarity pops up in architecture, art, and even photography! For example, when scaling a building's design for different heights while retaining its aesthetic, architects apply the rules of similar polygons to ensure that all elements still correspond correctly in shape, just at different sizes. It’s geometry coming to life in the vibrant world around us!