are the polygons below similar?\n\nyes\nno

Explanation:

Step1: Check side proportionality

First polygon (ABCD) has all sides = 3, second (WXYZ) has all sides = 12. The ratio of corresponding sides is $\frac{3}{12} = \frac{1}{4}$, so sides are proportional.

Step2: Check angle congruence

In polygon ABCD, angles are $133^\circ, 133^\circ, (180-133)^\circ=47^\circ, 47^\circ$. In polygon WXYZ, angles are $48^\circ, 48^\circ, (180-48)^\circ=132^\circ, 132^\circ$. Corresponding angles are not equal.

Step3: Evaluate similarity condition

Similar polygons require both proportional sides and congruent corresponding angles. Since angles are not congruent, the polygons are not similar.

Answer:

no