how do i find ratios to similar paralleograms?

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The length ratios are all the length of the side of one to the corresponding side of the other.

the area ratio is the square of the length ratio

What's algebra like?

To find ratios related to similar parallelograms, you would need to compare corresponding sides or angles of the parallelograms. Here are the steps to do so:

Step 1: Identify the corresponding sides/angles:
Start by identifying the corresponding sides or angles between the two similar parallelograms. Corresponding sides are sides that are in the same position or have the same relative location in both parallelograms. Corresponding angles are angles that are in the same position or have the same relative location in both parallelograms.

Step 2: Calculate the ratios:
Once you have identified the corresponding sides or angles, you can calculate the ratios between them. To find ratios of sides, divide the length of a side in one parallelogram by the length of the corresponding side in the other parallelogram. To find ratios of angles, divide the measure of an angle in one parallelogram by the measure of the corresponding angle in the other parallelogram.

Step 3: Interpret the ratios:
Interpret the ratios you calculated to get the relationship between the corresponding sides or angles. If the ratios are equal, it means that the corresponding sides or angles are proportional to each other. If the ratios are not equal, it means that the corresponding sides or angles are not proportional.

Remember, similar figures have proportional sides and equal corresponding angles, so finding and comparing ratios is useful for determining if two parallelograms are similar.