suppose you copy a drawing of a polygon with given size factor. How will the side lengths, angle measures, and perimeter of the image compare to those of the original

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The angles with measure the same..the side lengths and perimeter will be comparable by ratio.

When you copy a drawing of a polygon with a given size factor, the side lengths, angle measures, and perimeter of the image will all be affected in relation to those of the original polygon. The size factor determines how much larger or smaller the copied image will be compared to the original.

To understand how the side lengths, angle measures, and perimeter of the image will compare, you need to multiply them by the size factor. Let's consider each aspect individually:

1. Side Lengths:
If the size factor is greater than 1, the copied image will be larger than the original. Each side length of the image will be equal to the corresponding side length of the original polygon multiplied by the size factor.

If the size factor is less than 1, the copied image will be smaller than the original. Each side length of the image will be equal to the corresponding side length of the original polygon multiplied by the size factor.

2. Angle Measures:
The angle measures of the copied image will be the same as the angle measures of the original polygon. The size factor does not affect the angles.

3. Perimeter:
To find the perimeter of the image, you need to add up the side lengths of the copied polygon. If the size factor is greater than 1, the perimeter of the image will be equal to the perimeter of the original polygon multiplied by the size factor.

If the size factor is less than 1, the perimeter of the image will be equal to the perimeter of the original polygon multiplied by the size factor.

In summary, the side lengths of the copied polygon will be scaled according to the size factor, while the angle measures remain the same. The perimeter of the image will also be affected by the size factor.