The left and right parallelograms are similar because they have the same side lengths, but they can be different sizes. If you use the same scale factor to change both the length and width, their angles stay the same. The only difference is how big or small they are based on the scale factor. So, the main point is that they have the same side lengths.
The left parallelogram and the right parallelogram have the same side lengths.
The relationship between the left parallelogram and the right parallelogram can be determined by the scale factor used.
If the scale factor is the same for both the length and width, then the left and right parallelograms will have the same angles.
However, the side lengths of the left and right parallelograms will differ based on the scale factor. So, the correct answer is 4) The left parallelogram and the right parallelogram have the same side lengths.
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