McGraw Hill Integrated II, 2012
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McGraw Hill Integrated II, 2012 View details
6. Similarity Transformations
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Exercise 22 Page 598

Remember the order of figures.

They are inverse numbers. See solution.

Practice makes perfect
We are given that MNOP is a dilation of ABCD, and we are asked to determine how the scale factor of a dilation is related to the similarity ratio of ABCD to MNOP.

Scale Factor&=Side Length of MNOP/Side Length of ABCD Similarity Ratio&=Side Length of ABCD/Side Length of MNOP As we can see, the scale factor of a dilation and the similarity ratio are reciprocals. Notice that the order of the figures is important when evaluating these values.