Polygon XYZW and nbspis dilated by a scale factor of 2 with point T as the center of dilation resulting in the image X and primeY and primeZ and primeW and prime. If point T lies on and nbspwhat can b?
If point T lies on polygon XYZW, the dilation will cause the vertices of the polygon to move away from T, effectively enlarging the polygon. Since T is a point on the original polygon, the segments connecting T to the vertices of XYZW will be extended, resulting in the new vertices X', Y', Z', and W' being positioned further away from T. The shape of the polygon will remain the same, but its size will increase by a factor of 2.