Answer:
Similar
Explanation:
The two figures are parallelograms
The top two angles of the smaller parallelogram above correspond to the top two angles of the parallelogram below
The bottom two angles of the smaller parallelogram above correspond to the bottom two angles of the parallelogram below
The ratios of the two horizontal sides are the same
For the top sides, we have the ratio 20/24 = 5/6 = 0.8333333....
For the bottom sides we have the ration 30/36 = 5/6 = 0.8333333....
The other two sides are the same in each parallelogram and the ratios are
11/13.2 = 0.8333333....
So the ratios of corresponding sides are equal, the corresponding angles are equal
Hence the two parallelograms are similar