Lesson 25 Lesson 25 Distance in the Coordinate Plane Finding the Distance Between Two Points Solve the problems. 1 Segment AB begins at A(2, 1) and ends at point B(6, 4). The segment is dilated by a factor of 2 with the center of dilation at the origin to form segment A9B9. Segment A9B9 is then translated Dilations can be made on the coordinate grid like the other transformations, but they can also be made without the coordinate grid. Two things are needed in order to create any type of dilation: a center point and a scale factor. The center point is a fixed point from which the dilation is going to be made.

Understand the dilation of a figure on the coord'nate plane as a scaling up or scaling down Of the coordinates of the figure. Describe how a dilation of a figure on a coordinate plane affects the coordinates of a figure. Distinguish between a dilation centered at the origin and a dilation not centered at the origin. 25.5 . z 2:5- -a: 30 1:4- x ...

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