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rectangles p, q, r, and s are scaled copies of one another. for each pa…

Question

rectangles p, q, r, and s are scaled copies of one another. for each pair, decide the scale factor from one to the other is greater than 1, equal to 1, or less than 1. sort each pair of rectangles with the correct scale factor. press on an item in the answer box, and then press on the box under the corresponding category. to remove an item, you can press on the box and the trash can icon to the right of the item you want to remove. less than 1 greater than 1 equal to 1 answer bank from r to p from q to r from s to p

Explanation:

Step1: Understand scale - factor concept

The scale factor from rectangle A to rectangle B is the ratio of the corresponding side - lengths of B to A. If B is larger than A, the scale factor is greater than 1. If B is smaller than A, the scale factor is less than 1. If A and B are the same size, the scale factor is equal to 1.

Step2: Analyze From R to P

Rectangle R is larger than rectangle P. So, the scale factor from R to P is less than 1 (because we are going from a larger rectangle to a smaller one).

Step3: Analyze From Q to R

Rectangle Q is smaller than rectangle R. So, the scale factor from Q to R is greater than 1 (because we are going from a smaller rectangle to a larger one).

Step4: Analyze From S to P

Rectangle S is smaller than rectangle P. So, the scale factor from S to P is less than 1 (because we are going from a smaller rectangle to a larger one).

Answer:

Less than 1: From R to P, From S to P
Greater than 1: From Q to R
Equal to 1: None (not given in the answer - bank pairs)