Select the correct answer from each drop-down menu. Some of the images in the diagram are images of polygon 1 from similarity transformations. Graph shows 5 polygons plotted on coordinate plane. Polygon 1 is at A(4, 14), B(6, 22), C(18, 22), D(22, 14). Polygon 2 is at E(3, 10), F(5, 8), G(7, 8), H(9, 10). Polygon 4 is at M(15, 8), N(16, 12), O(22, 12), P(24, 8). Below are polygons 3 and 5. Polygon and polygon are similar to polygon 1.

In Similar polygons, the corresponding angles are congruent, but the corresponding sides are proportional. So, similar polygons have the same shape, whereas their sizes are different. There would be certain uniform ratios in similar polygons.

Given: Some of the images in the diagram are images of polygon 1 from similarity transformations.

To find: Which is similar to polygon 1.

Solution: We have given that polygon 1 from similarity transformations.

Similar polygon: Polygons are 'similar' if they are exactly the same shape, but can be different sizes.

We can see from given figure Polygon 1 is similar to polygon 3 and polygon 4. Because, these have same shape but different size. Polygon 3 is orientation of polygon 1.

Therefore, Polygon 3 and 4 similar to polygon 1.

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