When line AB is dilated with a scale factor of 3, the length of the line will be multiplied by 3. If line AB does not pass through the origin, the relative location of the points on the line will remain the same, but the size of the line will increase by a factor of 3.
For example, if point A is located at (2, 4) and point B is located at (6, 8), the length of line AB is √[(6-2)^2 + (8-4)^2] = √20 = 2√5. After dilation with a scale factor of 3, the length of the dilated line AB' will be 2√5 * 3 = 6√5.
Therefore, the effect of dilation on line AB would be to increase its length while maintaining its relative location on the coordinate plane.
Line AV is on the coordinate plane and does not pass through the origin line baby if dilated with a scale factor 3 and the center dilation of the origin to create one baby describe the effect of dilation of line a b in particular make sure it just grab the relative location in size of my baby
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