A dilation of 2 about the origin is a geometric transformation that makes a figure twice as large while keeping the origin, or the point (0, 0), fixed in place. In coordinate geometry, this type of dilation is one of the clearest examples of a scale transformation because every point on the original figure moves along the same ray from the origin, and its distance from the origin is multiplied by 2. The result is a larger, similar figure: the shape stays
Dilation Of 2 About The Origin
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