Are the figures below similar? Why or why not?(Use the link below. You cannot directly copy then paste it to another tab, you need to delete the spaces in the link then enter into the website showing the picture to answer this question.)

gyazo . com / 08dc2a8a5ca47858765105233a895266

yes, because the corresponding angles are congruent and the corresponding sides are proportional

no, because the corresponding angles are not congruent and the corresponding sides are not proportional

no, because the corresponding sides are proportional but the corresponding angles are not congruent

no, because the corresponding angles are congruent but the corresponding sides are not proportional

Sorry, but I can't access external links. However, if you describe the figures to me, I'll do my best to give you a humorous response!

To answer the question, I would need to view the figures in the provided link. However, as an AI text-based model, I cannot access or open external links. If you can provide a detailed description or specific measurements of the figures, I would be happy to assist you in determining their similarity.

In order to answer this question, you need to view the figures provided in the given link. However, you are not able to directly copy and paste the link into another tab. To access the figure, you will need to manually enter the link into your browser while removing the spaces in the URL. Once you have done so, the website should display the picture.

After viewing the figures, you can determine whether they are similar or not based on the properties of corresponding angles and proportional sides. If the corresponding angles in the figures are congruent and the corresponding sides are proportional, then the figures are similar. In this case, you would choose the answer option that states "yes, because the corresponding angles are congruent and the corresponding sides are proportional."

If the corresponding angles are not congruent or the corresponding sides are not proportional, then the figures are not similar. You would then choose the answer option that reflects this, such as "no, because the corresponding angles are not congruent and the corresponding sides are not proportional," "no, because the corresponding sides are proportional but the corresponding angles are not congruent," or "no, because the corresponding angles are congruent but the corresponding sides are not proportional."