Question

A rectangle measure 2 units by 7 units a second rectangle measure 11 units by 37 are these two figures scaled copies of one other it so the scaled factor if not briefly explain why

Answer 1

The second rectangle is not a scaled copy of the first because the scale factor is different for the width and length.

Step-by-step explanation:

The dimensions of the larger rectangle are 2 units by 7 units, and the dimensions of the second rectangle are 11 units by 37 units. To determine if the second rectangle is a scaled copy of the first, we need to find the scale factor. The scale factor is the ratio of corresponding side lengths between the two rectangles.

For the width, the scale factor is:
11 units / 2 units = 5.5.

For the length, the scale factor is:
37 units / 7 units = 5.28.

Since the scale factor is different for the width and length, the two rectangles are not scaled copies of each other.